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| Number |
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blocks |
| 33928 |
jsm28 author:jsm28 |
feat(Combinatorics/Tiling/TileSet): indexed families of tiles |
Define the type `TileSet` for indexed families of tiles (in a discrete context), and some associated definitions (including `symmetryGroup`) and API lemmas.
`TileSet` can be used for tilings of the whole space; for tilings of part of the space; for patches of tiles (extracted from a tiling by considering tiles meeting some set of points, or considered on their own without extracting from a tiling); for multiple tilings (covering the space more than once). In particular, the fact that people study multiple tilings provides a clear justification for using indexed families rather than sets of tiles, and basic definitions and API lemmas generally work for all these different uses of `TileSet` (sometimes with weak constraints such as tiles being finite, nonempty and only having finitely many tiles meeting any point of the space).
Definitions for saying e.g. "this `TileSet` is a tiling of the whole space" are to be included in subsequent files in subsequent PRs.
From AperiodicMonotilesLean.
---
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|
t-combinatorics |
460/0 |
Mathlib.lean,Mathlib/Combinatorics/Tiling/TileSet.lean |
2 |
23 |
['Parcly-Taxel', 'b-mehta', 'eric-wieser', 'github-actions', 'jsm28', 'vihdzp'] |
nobody |
148-45687 4 months ago |
273-62795 273 days ago |
273-62460 273 days |
0 |
| 35069 |
A-M-Berns author:A-M-Berns |
feat(Geometry/Polygon): simple polygons and boundary map |
This PR introduces Simple polygons with the predicate `IsSimple`, which captures the idea of a non-self-intersecting boundary, in the file Simple.lean. In the file Boundary.lean, a boundary map from `AddCircle n` is defined. I prove that the range of this map is the boundary and that this map is injective if and only if the polygon is simple. I kept Boundary.lean and Simple.lean separate because future results will include stuff just about the boundary map independent of simplicity (e.g. that it is continuous in the appropriate setting) and stuff just about simple polygons independent of the boundary map (e.g. that for n = 3, IsSimple iff HasNondegenerateVertices.) I used Claude Code to help generate some of the proof material, but I golfed and edited all AI contribution.
- [x] depends on: #34598
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new-contributor
t-euclidean-geometry
LLM-generated
|
360/0 |
Mathlib.lean,Mathlib/Geometry/Polygon/Boundary.lean,Mathlib/Geometry/Polygon/Simple.lean,Mathlib/Logic/Equiv/Fin/Rotate.lean |
4 |
30 |
['A-M-Berns', 'eric-wieser', 'github-actions', 'joneugster', 'jsm28', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'vihdzp', 'wwylele'] |
nobody |
144-45688 4 months ago |
230-71543 230 days ago |
233-19094 233 days |
0 |
| 35669 |
SnirBroshi author:SnirBroshi |
feat(Mathlib/Data/Finset/Mex): `sInf sᶜ ≤ s.encard` |
---
It's in a separate file because I couldn't find a sensible place with the required imports, not because "mex" is particularly interesting.
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|
t-order |
59/0 |
Mathlib.lean,Mathlib/Data/Finset/Mex.lean |
2 |
14 |
['SnirBroshi', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'vihdzp'] |
nobody |
104-80148 3 months ago |
104-80694 104 days ago |
108-82813 108 days |
0 |
| 36813 |
AlexeyMilovanov author:AlexeyMilovanov |
feat(Computability.Encoding): add self-delimiting unary and pair encodings |
Adds self-delimiting boolean encodings to `Mathlib.Computability.Encoding`.
**Key changes:**
* **`unaryPrefixEncodingNat`**: A self-delimiting unary `Encoding ℕ Bool`, using the code $1^n0$.
* **`encodingProdBool`**: Builds an `Encoding (α × β) Bool` from boolean encodings of `α` and `β`, by prefixing the length of the first encoded component.
* **`encodingListBool`**: Builds an `Encoding (List α) Bool` from a boolean encoding of `α`, using self-delimiting element encodings.
* **`UnaryPrefix` helpers**: Internal-style helper API for the underlying length-prefixed boolean-list encoding and decoding. |
t-computability
new-contributor
|
98/0 |
Mathlib/Computability/Encoding.lean |
1 |
6 |
['AlexeyMilovanov', 'Komyyy', 'github-actions', 'mathlib-bors', 'mathlib-merge-conflicts'] |
nobody |
97-78510 3 months ago |
97-78510 97 days ago |
114-34052 114 days |
0 |
| 41429 |
felixpernegger author:felixpernegger |
chore(Combinatorics): remove a `set_option backward.privateInPublic` |
Together with #41410 this removes all but one global `set_option backward.privateInPublic true`
---
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|
t-combinatorics |
8/7 |
Mathlib/Combinatorics/Matroid/Basic.lean,Mathlib/Combinatorics/Matroid/Dual.lean,Mathlib/Combinatorics/Matroid/Loop.lean,Mathlib/Combinatorics/Matroid/Minor/Restrict.lean |
4 |
13 |
['felixpernegger', 'github-actions', 'leanprover-radar', 'mathlib-bors', 'mathlib-merge-conflicts', 'vlad902'] |
nobody |
96-3540 3 months ago |
96-4408 96 days ago |
98-4182 98 days |
0 |
| 41629 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Subgraph): `neighborSet` of `coe`/`spanningCoe` |
---
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|
t-combinatorics |
15/3 |
Mathlib/Combinatorics/SimpleGraph/Subgraph.lean |
1 |
1 |
['github-actions'] |
nobody |
94-38623 3 months ago |
94-39192 94 days ago |
94-38857 94 days |
0 |
| 41668 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Decomp): `dropUntil` API to match existing `takeUntil` API |
---
Slightly more complicated theorems than usual "API" though.
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|
t-combinatorics |
56/9 |
Mathlib/Combinatorics/SimpleGraph/Walk/Decomp.lean |
1 |
1 |
['github-actions'] |
nobody |
92-35250 3 months ago |
92-35818 92 days ago |
93-39773 93 days |
0 |
| 41722 |
SnirBroshi author:SnirBroshi |
feat(SimpleGraph/Connectivity/Subgraph): `mapToSubgraph` API |
---
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|
t-combinatorics |
36/0 |
Mathlib/Combinatorics/SimpleGraph/Connectivity/Subgraph.lean |
1 |
1 |
['github-actions'] |
nobody |
92-21163 3 months ago |
92-21769 92 days ago |
92-21434 92 days |
1 |
| 41793 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph): `fromEdgeSet edgeSet` for subgraphs and walks |
`fromEdgeSet G'.edgeSet = G'.spanningCoe` for a subgraph `G'`
`fromEdgeSet p.edgeSet = p.toSubgraph.spanningCoe` for a walk `p`
---
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|
t-combinatorics |
16/2 |
Mathlib/Combinatorics/SimpleGraph/Basic.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Subgraph.lean,Mathlib/Combinatorics/SimpleGraph/Subgraph.lean |
3 |
1 |
['github-actions'] |
nobody |
90-61917 2 months ago |
90-62494 90 days ago |
90-62159 90 days |
0 |
| 36719 |
NoneMore author:NoneMore |
feat(ModelTheory): add `PartialType` for first-order theories |
This PR adds the definitions of partial types over theories and over parameter sets, and proves several equivalent characterizations.
---
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|
t-logic
new-contributor
|
432/17 |
Mathlib.lean,Mathlib/ModelTheory/PartialTypes.lean,Mathlib/ModelTheory/Semantics.lean |
3 |
7 |
['NoneMore', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'vihdzp'] |
nobody |
90-43409 2 months ago |
90-43930 90 days ago |
98-26556 98 days |
0 |
| 41821 |
Timeroot author:Timeroot |
chore(Order/Basic): add grind _=_ to Subtype.coe_lt_coe, coe_le_coe |
Add grind annotations to Subtype.coe_le_coe and Subtype.coe_lt_coe.
As noted in [this zulip thread](https://leanprover.zulipchat.com/#narrow/channel/113488-general/topic/grind.20failures/near/610812085), grind was failing to solve some fairly simple goals, and I think these are generally good annotations to have. (I think they will usually fire usefully.)
---
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[](https://gitpod.io/from-referrer/)
|
t-order |
2/2 |
Mathlib/Order/Basic.lean |
1 |
4 |
['Timeroot', 'github-actions', 'leanprover-radar'] |
nobody |
89-78022 2 months ago |
89-83425 89 days ago |
89-83090 89 days |
0 |
| 41583 |
kim-em author:kim-em |
chore: move simple_obj into Functor namespace, golf proofs, tidy docstring |
This PR moves `CategoryTheory.simple_obj` and `CategoryTheory.simple_obj_iff` into the `Functor` namespace (matching their sibling `Functor.simple_of_simple_obj` and enabling dot notation), golf `Functor.simple_obj` and the forward direction of `isSimpleModule_iff_eq_zero_or_injective` via the existing `LinearMap.injective_or_eq_zero`, remove unused `variable` binders in `RingTheory/SimpleRing/DivisionRing.lean`, and fix inverted heading levels and an "an unique" typo in that file's module docstring. The one call site of the renamed lemmas is updated; no deprecated aliases are added since the declarations merged a week ago.
Follow-up to [#41233 (feat(SimpleRing/DivisionRing): simple module is preserved by ModuleCat equivs)](https://github.com/leanprover-community/mathlib4/pull/41233).
🤖 Prepared with Claude Code
|
LLM-generated |
16/19 |
Mathlib/CategoryTheory/Simple.lean,Mathlib/RingTheory/SimpleRing/DivisionRing.lean |
2 |
1 |
['github-actions'] |
nobody |
87-77963 2 months ago |
87-77963 87 days ago |
87-77628 87 days |
0 |
| 41934 |
NickKobs author:NickKobs |
feat(Order/Nucleus): a nucleus on a Boolean algebra is closed |
Adds `Mathlib/Order/Nucleus/Boolean.lean` — the Boolean specialization of the nucleus API:
```lean
theorem Nucleus.apply_eq_sup_apply_bot [BooleanAlgebra X] (n : Nucleus X) (a : X) :
n a = a ⊔ n ⊥
theorem Nucleus.isClosed_of_booleanAlgebra [BooleanAlgebra X] (n : Nucleus X) :
⇑n = fun a => a ⊔ n ⊥
theorem Nucleus.eq_of_apply_bot_eq [BooleanAlgebra X] {m n : Nucleus X} (h : m ⊥ = n ⊥) :
m = n
```
**Why.** `Mathlib.Order.Nucleus` provides the frame / Heyting-algebra structure of `Nucleus X`, the closure-operator view (`toClosureOperator`), and the pointwise `le_apply` / `idempotent` / `map_inf` API, but no Boolean specialization. On a Boolean algebra every nucleus is *closed* — completely determined by its value at `⊥` — which is the pointwise algebraic core of the classical fact that the assembly `N(L)` is Boolean iff `L` is (Beazer–Macnab; Simmons; Johnstone, *Stone Spaces*, II.2). It is the natural companion to the existing frame structure and a common building block in point-free topology.
**Proof.** `n a = n a ⊓ (a ⊔ aᶜ) = (n a ⊓ a) ⊔ (n a ⊓ aᶜ)`; the left join-and is `a` (inflationarity), the right is `≤ n a ⊓ n aᶜ = n (a ⊓ aᶜ) = n ⊥` (inflationarity of `aᶜ` + `map_inf`). The reverse inequality is inflationarity plus monotonicity applied to `⊥ ≤ a`. No completeness is needed — the statement is pointwise, so `[BooleanAlgebra X]` (not a complete Boolean algebra) suffices.
**References.**
* R. Beazer, D. S. Macnab, *Modal extensions of Heyting algebras*.
* H. Simmons, *A framework for topology*, Logic Colloquium '77.
* P. T. Johnstone, *Stone Spaces*, CUP (1982), II.2.
**Provenance.** The theorem was first mechanized (Mathlib-free, over a finite Boolean frame) in the BETTI/Araksha refusal-algebra work; this PR is the generalization to an arbitrary `BooleanAlgebra` against Mathlib's own `Nucleus` API. The result is classical open mathematics, cited above. An earlier revision of the file was compiled clean against master `c81c5cbb` (Lean `v4.33.0-rc1`); this revision adapts the header to the module system (`module` / `public import` / `@[expose] public section`).
|
t-order
new-contributor
LLM-generated
|
71/0 |
Mathlib.lean,Mathlib/Order/Nucleus/Boolean.lean |
2 |
5 |
['felixpernegger', 'github-actions'] |
nobody |
86-46445 2 months ago |
86-60188 86 days ago |
86-59853 86 days |
0 |
| 42046 |
LegaSage author:LegaSage |
feat(Polynomial): add Wronskian linear dependence lemmas |
This extends the polynomial Wronskian API of Baek and Lee from the existing coprime case to arbitrary polynomials over a characteristic-zero field.
It adds:
* an explicit nontrivial scalar relation for any pair with zero Wronskian, including zero-polynomial edge cases;
* scalar-multiple corollaries when either polynomial is nonzero;
* the weighted derivative corollary that solutions of `a * f' - n * a' * f = 0` are scalar multiples of `a ^ n` when `a ≠ 0`.
The proof factors out the polynomial gcd and applies the existing `IsCoprime.wronskian_eq_zero_iff` theorem. This PR makes no novelty claim; it packages standard consequences of the existing Baek–Lee coprime Wronskian API.
-------
The implementation was prepared with assistance from OpenAI Codex and reviewed and submitted by LegaSage.
|
t-ring-theory
new-contributor
large-import
LLM-generated
|
96/1 |
Mathlib/RingTheory/Polynomial/Wronskian.lean |
1 |
2 |
['github-actions'] |
nobody |
82-6404 2 months ago |
82-44374 82 days ago |
82-44039 82 days |
0 |
| 42047 |
LegaSage author:LegaSage |
feat(RingTheory): add locally nilpotent derivations |
This introduces `Derivation.IsLocallyNilpotent` and basic iteration lemmas for locally nilpotent derivations. The main result is the method-style theorem `Derivation.IsLocallyNilpotent.apply_eq_zero_of_dvd`: over a characteristic-zero domain, if `f ∣ D f` for a locally nilpotent derivation `D`, then `D f = 0`.
The proof uses the iterated Leibniz rule and the top nonvanishing iterates of the two factors.
-----
The implementation and PR text were prepared with assistance from OpenAI Codex. |
t-ring-theory
new-contributor
LLM-generated
|
167/0 |
Mathlib.lean,Mathlib/RingTheory/Derivation/LocallyNilpotent.lean |
2 |
2 |
['github-actions'] |
nobody |
82-6385 2 months ago |
82-44374 82 days ago |
82-44039 82 days |
0 |
| 42226 |
espottesmith author:espottesmith |
feat(Combinatorics/Hypergraph): add restriction `x ≠ y` to hypergraph vertex and edge adjacency |
---
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This introduces a small change to the definitions of adjacency and edge-adjacency for undirected hypergraphs, based on a conversation with @Jun2M and @b-mehta in [#28613](https://github.com/leanprover-community/mathlib4/pull/28613).
Previously, any two vertices (edges) `x` and `y` could be adjacent, provided that there was an edge in the edge set containing both of them (there was a vertex contained in both of them). Now, we add the restriction that `x` is not equal to `y`.
This should allow `SimpleGraph` to be a clean specialization of `Hypergraph` and to ease the eventual implementation of walks.
This PR has no dependencies, but see also [42164](https://github.com/leanprover-community/mathlib4/pull/42162), @Jun2M's implementation of `HyperGraphLike` and formalization that `Hypergraph`s are `HyperGraphLike`, which includes this restriction on `Adj`.
[](https://gitpod.io/from-referrer/)
|
t-combinatorics
new-contributor
|
4/4 |
Mathlib/Combinatorics/Hypergraph/Basic.lean |
1 |
3 |
['github-actions'] |
nobody |
77-18834 2 months ago |
77-19400 77 days ago |
77-19065 77 days |
0 |
| 42223 |
cameronfreer author:cameronfreer |
feat(Computability/Reduce): the halting problem is many-one complete |
`Mathlib/Computability/Halting.lean` proves that the halting problem is recursively enumerable (`ComputablePred.halting_problem_re`) and not computable (`ComputablePred.halting_problem`), but not that it is complete: there is no `REPred R → R ≤₀ K`, and neither `Halting.lean` nor `RE.lean` mentions `≤₀`.
This PR adds three results:
```lean
theorem REPred.manyOneReducible_halting_problem {R : ℕ → Prop} (h : REPred R) (n : ℕ) :
R ≤₀ fun c : Code => (Code.eval c n).Dom
theorem halting_problem_manyOneEquiv_halting_problem₂ (n : ℕ) :
ManyOneEquiv (fun c : Code => (Code.eval c n).Dom)
(fun p : Code × ℕ => (Code.eval p.1 p.2).Dom)
theorem REPred.manyOneReducible_halting_problem₂ {R : ℕ → Prop} (h : REPred R) :
R ≤₀ fun p : Code × ℕ => (Code.eval p.1 p.2).Dom
```
(I've stated the results in `Reduce.lean` rather than alongside the other halting-problem results because `≤₀` is defined here, and `Reduce` imports `Halting` rather than the other way around.)
🤖 These proofs were written with the assistance of Claude Opus 5 high and reviewed by GPT Sol 5.6 xhigh.
|
t-computability
new-contributor
LLM-generated
|
41/0 |
Mathlib/Computability/Reduce.lean |
1 |
3 |
['cameronfreer', 'github-actions'] |
nobody |
75-81923 2 months ago |
77-23331 77 days ago |
77-22996 77 days |
0 |
| 42189 |
cameronfreer author:cameronfreer |
feat(ModelTheory/Basic): add characterization of languages with countably many symbols |
`Language.Countable.countable_functions` currently projects `Countable L.Symbols` onto the function symbols, but there is no counterpart for relations. This PR adds the missing instance; in doing so it relates the two ways that Mathlib already expresses "countable language": the bundled `Language.card ≤ ℵ₀` and the unbundled `Countable (Σ l, L.Functions l)` / `Countable (Σ l, L.Relations l)` hypotheses that model-theoretic statements tend to carry separately.
* `Countable.countable_relations`, `countable_symbols_iff`, and `card_le_aleph0_iff_countable` connect the bundled and unbundled formulations of symbol countability.
* `Countable.countable_sum`, `Countable.countable_constantsOn`, and `Countable.countable_withConstants` centralize countability instances for language constructors and remove the corresponding local instances from `Encoding.lean`.
## Motivation
Following review feedback from @NoneMore, this PR now also simplifies existing Mathlib code: generic countability instances for `Language.sum`, `constantsOn`, and `withConstants` live beside those constructors, so `Encoding.lean` no longer needs its own cardinal-arithmetic proofs for them.
The broader motivation comes from projects in infinitary model theory that build on Mathlib, in which one typically needs to carry around a hypothesis about countability of the set of symbols.
Specifically, in [cameronfreer/infinitary-logic](https://github.com/cameronfreer/infinitary-logic) the two sorts are carried unbundled and independently throughout; there are roughly 180 occurrences of the relation-symbol hypothesis and 24 of the function-symbol one. Here are a few examples:
* [`Methods/Henkin/ModelExistence.lean#L60`](https://github.com/cameronfreer/infinitary-logic/blob/1a478e80794080a536931c029281bb65266b3171/InfinitaryLogic/Methods/Henkin/ModelExistence.lean#L60): model existence, carrying both hypotheses side by side;
* [`Admissible/Compactness.lean#L90`](https://github.com/cameronfreer/infinitary-logic/blob/1a478e80794080a536931c029281bb65266b3171/InfinitaryLogic/Admissible/Compactness.lean#L90): Barwise completeness, likewise;
* [`Descriptive/Polish.lean#L46`](https://github.com/cameronfreer/infinitary-logic/blob/1a478e80794080a536931c029281bb65266b3171/InfinitaryLogic/Descriptive/Polish.lean#L46): a section variable assuming only the relation symbols are countable, which is where one notices the missing companion instance;
* [`Methods/LopezEscobar/CodeClass.lean#L29`](https://github.com/cameronfreer/infinitary-logic/blob/1a478e80794080a536931c029281bb65266b3171/InfinitaryLogic/Methods/LopezEscobar/CodeClass.lean#L29): a custom `Countable (Σ n, L.Functions n)` instance for relational languages, which is an example of the bookkeeping that arises from the two sorts not being related by a single lemma.
(Note that the `countable_functions` and `countable_relations` instances only project *out of* `Countable L.Symbols` into a summand; the converse direction is stated as a theorem rather than an instance, so there is no risk of an instance cycle.)
🤖 These proofs were written with the assistance of Claude Opus 5 high and reviewed by GPT Sol 5.6 xhigh.
|
t-logic
new-contributor
LLM-generated
|
33/12 |
Mathlib/ModelTheory/Basic.lean,Mathlib/ModelTheory/Encoding.lean,Mathlib/ModelTheory/LanguageMap.lean |
3 |
5 |
['NoneMore', 'cameronfreer', 'github-actions'] |
nobody |
75-81897 2 months ago |
77-22269 77 days ago |
77-25142 77 days |
0 |
| 42178 |
cameronfreer author:cameronfreer |
feat(Computability/Primrec/List): add theorems showing that List.all, List.any and List.sum are primitive recursive |
Add the parameterized `list_all`, `list_any` and natural-number `list_sum`, in the style of the existing `list_map`, `list_foldr` and `list_findIdx`.
Mathlib already has a parameterized core, but no direct lemmas for these standard list operations, so downstream developments tend to reconstruct them from `list_foldr` at each use site. In the course of writing [cameronfreer/computable-analysis](https://github.com/cameronfreer/computable-analysis) I ended up needing this in three places, all of which can now make use of the results here instead (see [a6898b5](https://github.com/cameronfreer/computable-analysis/commit/a6898b5), in particular `Weihrauch/Principles/Limit.lean:117`, `TypeTwo/PrefixTable.lean:334,351,369`, and `Measure/DisintegrateLower.lean:877,902`).
:robot: These proofs were written with the assistance of Claude Opus 5 high and reviewed by GPT Sol 5.6 xhigh. |
t-computability
new-contributor
LLM-generated
|
21/1 |
Mathlib/Computability/Primrec/List.lean |
1 |
4 |
['cameronfreer', 'github-actions'] |
nobody |
75-81890 2 months ago |
78-15415 78 days ago |
78-15080 78 days |
0 |
| 42113 |
LAC1213 author:LAC1213 |
feat(RingTheory/Noetherian): injective modules over a Noetherian ring… |
… surject onto localizations by powers of an element. [Hartshorne III.3.3]
Disclaimer: I used Claude to help me find the names of useful lemmas and definitions and explain lean errors to me.
---
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at the bottom of the commit message (before the `---`, and also before
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- Nat.bit1_add_bit1
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory
new-contributor
LLM-generated
|
114/0 |
Mathlib.lean,Mathlib/Algebra/Module/Torsion/Basic.lean,Mathlib/RingTheory/Noetherian/InjectiveModule.lean |
3 |
42 |
['LAC1213', 'NoahW314', 'github-actions', 'robin-carlier'] |
nobody |
73-51561 2 months ago |
78-86150 78 days ago |
79-24143 79 days |
0 |
| 42225 |
matt-w-horn author:matt-w-horn |
feat(Order): Knaster–Tarski fixed points on an interval |
`lfpIcc f a b` and `gfpIcc f a b`: least and greatest fixed points of `f` on `Set.Icc a b` in a conditionally complete lattice, for `f` monotone on the interval and mapping it into itself. Also interval membership, endpoint-iterate bounds, and monotonicity in `f`.
`OrderHom.lfp` gives this through the complete-lattice instance on the subtype, but wants a `Fact (a ≤ b)` and returns subtype elements. These take `MonotoneOn` and `MapsTo` directly and stay in `α`. Bridge lemmas between the two are a follow-up.
Used on intervals of ℝ in Overload, a sorry-free Lean library on retry and overload dynamics: https://github.com/matt-w-horn/overload/tree/main/Overload
Claude Fable wrote the Lean from a spec I gave it. I reviewed and tested it myself, including adversarial tests and the suites in the library above, and did the same for its dependencies.
Assisted-by: Claude Fable 5 |
t-order
new-contributor
LLM-generated
|
168/0 |
Mathlib.lean,Mathlib/Order/FixedPointsIcc.lean |
2 |
7 |
['github-actions', 'matt-w-horn', 'wwylele'] |
nobody |
71-35957 2 months ago |
72-45543 72 days ago |
72-45208 72 days |
0 |
| 42513 |
plp127 author:plp127 |
feat(ModelTheory): typeclass for theory to have nonempty models |
We add a typeclass for a theory to have nonempty models. We provide instances for `nonemptyTheory`, `infiniteTheory`, and `completeTheory`.
---
- [x] depends on: #42508
<!-- Your PR title will become the first line of the commit message.
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Moves:
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[](https://gitpod.io/from-referrer/)
|
t-logic |
51/0 |
Mathlib/ModelTheory/Algebra/Ring/Basic.lean,Mathlib/ModelTheory/Semantics.lean |
2 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
68-4727 2 months ago |
68-12206 68 days ago |
68-14421 68 days |
1 |
| 40741 |
AntoineduFresne author:AntoineduFresne |
feat(order): dilworth's and mirsky's theorems for finite orders |
I add Dilworth's theorem and its order dual, Mirsky's theorem, for finite subsets of a partial order, together with the order-theoretic lemmas they rest on.
A prior external formalization by Vlad Tsyrklevich is linked from `1000.yaml`; this is an independent `Finset`-based development using Galvin's proof, and I agreed the `1000.yaml` update with him.
I split the min-max content, as for Hall's marriage theorem, into a weak-duality inequality and a strong-duality existence of a matching pair, so I never define an extremal quantity over families of sets (no `Finset.min'` / `Finset.max'`):
- `dilworth` / `mirsky` — an antichain and a chain cover (resp. a chain and an antichain cover) of equal size;
- `antichain_le_chain_cover` / `chain_le_antichain_cover` — the weak-duality inequalities, for an arbitrary relation;
- `dilworth_partition` / `mirsky_partition` — the same with a pairwise-disjoint partition.
For Dilworth I use Galvin's induction (gluing step `chainCover_glue`); I avoid the König /
bipartite-matching route since König isn't in Mathlib yet (at least last time I checked). I prove Mirsky directly (peeling off minimal elements) rather than via `OrderDual`, since the direct induction seems simpler to me and the two proofs already share their foundations (the closure lemmas and the injective weak dualities).
Internally I work with an injection `f : α → Finset α` on the antichain rather than with the
`Finset (Finset α)` cover directly, so distinctness of the chains comes from the antichain property instead of a separate bookkeeping.
## Questions I'd like input on
1. Explicit min-max? I give weak duality plus a matching pair, from which "largest antichain = smallest chain cover" follows; I do not state that equality as a single theorem (doing so would, I think, mean defining the extremal quantities I wanted to avoid). Would you also like an explicit min-max statement?
2. Two layers of weak duality. I expose it twice: an injective form (`IsAntichain.exists_injOn_mem_chains`, over an arbitrary relation and an arbitrary index type, no finiteness) and a `Finset` cardinality form (`antichain_le_chain_cover`), the latter a one-line specialization of the former. I'm not sure whether exposing both is right, or whether one of them should be canonical. And is there appetite to push the general core to an `ℕ∞` / infinite version, or is the finite form the right scope here?
3. `[DecidableEq α]` on the main theorems. It comes only from writing the cover as
`s = 𝒞.biUnion id` (`Finset.biUnion` needs it); a membership-form coverage condition such as `∀ x, x ∈ s ↔ ∃ C ∈ 𝒞, x ∈ C` would drop the assumption, though it seems to me a bit less readable. Which do you prefer? (I think the injective-form weak dualities assume neither order, finiteness, nor `DecidableEq`.)
4. Naming. I use `C` / `A` for a chain / antichain and `𝒞` / `𝒜` for a chain / antichain cover (for hopefully obvious reason). Happy to change these if you would prefer something else.
## Open questions
- File placement (`Mathlib/Order/Dilworth.lean`?), and whether the general lemmas (the injective transversal and the weak dualities) should live in `Mathlib/Order/Antichain.lean` rather than in a new file.
The maximal-antichain closure lemma that was originally here has been split out into #42590.
Zulip: https://leanprover.zulipchat.com/#narrow/channel/113489-new-members/topic/Antoine.20du.20Fresne.20von.20Hohenesche/with/604112426
AI use: I worked out all proofs on paper first and most of the design structure of the file. I then used Claude Code (Claude Opus) to transcribe my paper proofs into Lean, weaken hypotheses, reduce redundancy, and fix comment typos.
|
t-order
new-contributor
LLM-generated
|
568/3 |
Mathlib.lean,Mathlib/Order/Dilworth.lean,docs/1000.yaml |
3 |
18 |
['AntoineduFresne', 'SnirBroshi', 'github-actions', 'tdwag123'] |
nobody |
66-15404 2 months ago |
66-16036 66 days ago |
118-24166 118 days |
0 |
| 42624 |
xgenereux author:xgenereux |
perf(IntermediateField/Basic): algebra instance for IntermediateField.restrictScalars |
Add `Algebra` / `IsScalarTower` instance for `IntermediateField.restrictScalars`.
This simplifies a proof in `FunctionField.lean`.
I also tried to hunt for another similar application and found one in `Mathlib.FieldTheory.Extension`.
AI disclaimer: I asked an AI assistant to suggest an improvement to the proof in the FunctionField.lean file. This PR is the result of this discussion.
---
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|
t-algebra label:t-algebra$ |
9/12 |
Mathlib/FieldTheory/Extension.lean,Mathlib/FieldTheory/IntermediateField/Basic.lean,Mathlib/NumberTheory/FunctionField.lean |
3 |
6 |
['github-actions', 'leanprover-radar', 'xgenereux'] |
nobody |
64-53806 2 months ago |
64-57327 64 days ago |
64-56992 64 days |
0 |
| 42265 |
cameronfreer author:cameronfreer |
chore(RingTheory/PowerSeries): simplify coeff_inv_aux |
This replaces the hand-written `Finset.sum_nbij'` in `coeff_inv_aux` with `simp_rw` + `simp`, via `Finsupp.antidiagonal_single`, the same rewrite that `PowerSeries.coeff_mul` already uses.
:robot: Golfing target found by GPT Pro 5.6 Sol, initial version of code written by Opus 5 high, refined by GPT 5.6 Sol xhigh, then again by Opus 5 high following @felixpernegger's review suggestion. |
t-ring-theory
new-contributor
LLM-generated
|
2/19 |
Mathlib/RingTheory/PowerSeries/Inverse.lean |
1 |
8 |
['cameronfreer', 'felixpernegger', 'github-actions', 'mathlib-bors', 'mathlib-merge-conflicts'] |
nobody |
63-73758 2 months ago |
63-74458 63 days ago |
76-15133 76 days |
0 |
| 42639 |
Raph-DG author:Raph-DG |
feat(Order): krullDimLE characterisation |
In this PR, we show that a preorder has krull dim at most n if and only if every element with coheight greater than n is minimal (+ the dual version and some small corollaries).
---
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|
t-order |
42/0 |
Mathlib/Order/KrullDimension.lean |
1 |
2 |
['github-actions'] |
nobody |
63-19304 2 months ago |
63-21032 63 days ago |
63-23730 63 days |
0 |
| 42629 |
SnirBroshi author:SnirBroshi |
feat(Order/RelSeries): `FiniteDimensionalOrder` implies `WellFoundedLT` |
and `WellFoundedGT`
---
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|
t-order |
13/0 |
Mathlib/Order/RelSeries.lean |
1 |
6 |
['SnirBroshi', 'github-actions', 'plp127', 'vihdzp'] |
nobody |
63-15875 2 months ago |
63-32482 63 days ago |
63-34185 63 days |
0 |
| 42718 |
justinhalford author:justinhalford |
feat(Combinatorics/SetFamily): the linear algebra method and the Oddtown theorem |
Adds the basic form of the **linear algebra method** for set families (Babai–Frankl) together with its standard first application, the **Oddtown theorem** (Berlekamp, 1969).
### What's here
- `linearIndependent_of_dotProduct_eq_ite` — a family of vectors whose pairwise dot products form the identity matrix is linearly independent. Stated over an arbitrary field, so it does not rely on positivity; this is the engine of the method.
- `Finset.charVec` — the characteristic vector of a finset, valued in a semiring, with `charVec_apply`.
- `Finset.charVec_dotProduct_charVec` — the dot product of two characteristic vectors is the cardinality of the intersection.
- `Finset.card_le_card_of_odd_card_of_even_card_inter` — **Oddtown**: a family of finsets of odd cardinality, any two of which meet in an even number of elements, has at most `Fintype.card α` members.
### Why
I could not find the linear algebra method anywhere in Mathlib. Searching for `Oddtown`, `Eventown`, Fisher's inequality, `RayChaudhuri` and `FranklWilson` returns nothing, and exactly one file under `Mathlib/Combinatorics/` uses `finrank`/`LinearIndependent` (`SimpleGraph/LapMatrix.lean`, for spectral graph theory). Since the technique underlies a large family of extremal results, the general lemma is stated separately from Oddtown so that Eventown, Fisher's inequality and Ray-Chaudhuri–Wilson can be added on top later.
If this does already exist under a formulation I did not think to search for, I would be glad to be pointed at it.
### Verification
Compiles against `master` (Lean 4.34.0-rc1) with no errors or warnings. `#print axioms` on each of the three results reports only `[propext, Classical.choice, Quot.sound]`. No `sorry`, no new axioms, no `set_option` overrides.
### Disclosure
This file was written with AI assistance (Claude Opus 5) and then checked against the Lean kernel; that is noted in the module docstring as well. Every statement, proof and docstring has been read through by me before submission. Happy to adjust naming, generality or placement to whatever the maintainers prefer.
### Process note
I am a first-time contributor and I am aware the usual convention is to raise a new file on Zulip before opening a PR. Apologies for going in the other order — I am glad to move the discussion to `#mathlib4` if that is preferred, or to close this if the material is not wanted.
---
[](https://gitpod.io/#https://github.com/leanprover-community/mathlib4)
|
t-combinatorics
new-contributor
|
144/0 |
Mathlib.lean,Mathlib/Combinatorics/SetFamily/Oddtown.lean |
2 |
3 |
['D-Thomine', 'github-actions'] |
nobody |
62-9355 2 months ago |
62-13839 62 days ago |
62-13504 62 days |
0 |
| 42343 |
brianrabern author:brianrabern |
feat(Combinatorics/SimpleGraph): extend a coloring to one more vertex |
Add `Colorable.of_induce_compl_singleton`: if deleting a vertex `v` leaves an `n`-colourable graph and `deg(v) < n`, then `G` itself is `n`-colourable.
This is a local colouring-extension / induction step (colour `G - v`, then assign `v` a free colour). It is useful for inductive arguments such as Brooks' theorem. The global greedy bound `χ ≤ Δ + 1` is developed separately in #38357.
AI assistance: LLM was used to smooth it out and put things in the expected style
---
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[](https://gitpod.io/from-referrer/) |
t-combinatorics
new-contributor
LLM-generated
|
35/0 |
Mathlib/Combinatorics/SimpleGraph/Coloring/Vertex.lean |
1 |
11 |
['Parcly-Taxel', 'SnirBroshi', 'bocowgill', 'brianrabern', 'github-actions'] |
nobody |
61-57717 2 months ago |
70-79150 70 days ago |
73-33935 73 days |
0 |
| 42471 |
mo271 author:mo271 |
feat(RingTheory/LaurentSeries): add Leibniz rule |
This adds `hasseDeriv_mul` and `derivative_mul`.
Written with the help of Gemini
---
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|
t-ring-theory
LLM-generated
|
101/0 |
Mathlib/RingTheory/LaurentSeries.lean |
1 |
10 |
['felixpernegger', 'github-actions', 'mathlib-bors', 'mo271', 'wwylele'] |
nobody |
61-20617 2 months ago |
61-20617 61 days ago |
67-18558 67 days |
0 |
| 42788 |
andreylukin author:andreylukin |
feat(Combinatorics/Sperner): define facet incidence data |
## Summary
Adds a small finite facet-ridge incidence interface intended as a prerequisite for the general Sperner lemma (#25231).
- defines finite facets, ridges, and their incidence relation;
- assumes every ridge has one or two cofacets;
- defines boundary and interior ridges and proves that they are disjoint and partition the ridges.
This deliberately does not claim the geometric Sperner theorem. A future development must connect finite triangulations of the standard simplex to this incidence interface and establish the required coface-count property.
## Validation
- `lake build Mathlib.Combinatorics.Sperner.Basic`
- `lake env lean -DwarningAsError=false Mathlib.lean`
Towards #25231
|
t-combinatorics
new-contributor
|
117/0 |
Mathlib.lean,Mathlib/Combinatorics/Sperner/Basic.lean |
2 |
2 |
['github-actions'] |
nobody |
59-77221 1 month ago |
59-79916 59 days ago |
59-79701 59 days |
0 |
| 42758 |
cameronfreer author:cameronfreer |
feat(ModelTheory): add syntax and semantics for infinitary logic |
Add basic syntax and semantics for infinitary model theory of L∞ω (and Lω₁ω).
The new `BoundedFormulaInf L ι α n` uses index type `ι` for all of a formula's infinitary conjunctions and disjunctions, and the definitional
```lean
abbrev BoundedFormulaω (α : Type u') (n : ℕ) := L.BoundedFormulaInf ℕ α n
```
lands in exactly the universe of the finitary `BoundedFormula`, as suggested by @plp127 in [#mathlib4 > ModelTheory: API for infinitary formulas of L_{∞,ω} @ 💬](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/ModelTheory.3A.20API.20for.20infinitary.20formulas.20of.20L_.7B.E2.88.9E.2C.CF.89.7D/near/613390601).
This PR contains `iSup`/`iInf` constructors, derived connectives together with `alls`/`exs`, `Realize` with `simp` lemmas for every constructor and derived connective, and the embedding `BoundedFormula.toInf` with `realize_toInf`.
I developed this with extensive assistance from several Claude and GPT models along with [lean4-skills](https://github.com/cameronfreer/lean4-skills) and [lean-lsp-mcp](https://github.com/oOo0oOo/lean-lsp-mcp) as part of the ongoing project [cameronfreer/infinitary-logic](https://github.com/cameronfreer/infinitary-logic/). |
t-logic
LLM-generated
new-contributor
|
446/0 |
Mathlib.lean,Mathlib/ModelTheory/Infinitary/Semantics.lean,Mathlib/ModelTheory/Infinitary/Syntax.lean,MathlibTest/InfinitarySyntax.lean |
4 |
4 |
['cameronfreer', 'github-actions'] |
nobody |
59-61859 1 month ago |
61-44760 61 days ago |
61-44425 61 days |
0 |
| 42819 |
SnirBroshi author:SnirBroshi |
feat(Order/ConditionallyCompleteLattice/Indexed): a binary function achieves its minimum |
In a `ConditionallyCompleteLinearOrder` with `WellFoundedLT`.
Also spell the existing unary version as `∃ i, f i = ⨅ i, f i` instead of `iInf f ∈ range f`.
---
Dual theorems are blocked by #39438
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t-order |
16/10 |
Mathlib/Combinatorics/SimpleGraph/Girth.lean,Mathlib/Data/ENat/Lattice.lean,Mathlib/Dynamics/TopologicalEntropy/CoverEntropy.lean,Mathlib/Order/ConditionallyCompleteLattice/Indexed.lean,Mathlib/SetTheory/Cardinal/Cofinality/Basic.lean,Mathlib/SetTheory/Ordinal/Basic.lean |
6 |
1 |
['github-actions'] |
nobody |
59-4761 1 month ago |
59-7229 59 days ago |
59-7712 59 days |
0 |
| 38055 |
felixpernegger author:felixpernegger |
feat(Topology/EMetricSpace): add r-variation |
Redoing #37007 (I had accidently deleted my fork which nuked the PR).
See https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/p-variation for discussion.
---
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|
t-topology
t-analysis
|
395/0 |
Mathlib.lean,Mathlib/Topology/EMetricSpace/RVariation.lean |
2 |
22 |
['felixpernegger', 'github-actions', 'luigi-massacci', 'luigimassacci-ax', 'mathlib-merge-conflicts'] |
nobody |
58-45689 1 month ago |
70-8151 70 days ago |
175-1058 175 days |
0 |
| 42540 |
shaikidris author:shaikidris |
feat(Combinatorics): asymptotic / natural density and linear-growth bridge |
Redefines asymptotic / natural density around a shared finite relative-density profile, instead of density along `SummationFilter`s.
* `Set.partialDensity S A b` — proportion of `A ∩ Iio b` in `S`
* `Set.lowerDensity` / `Set.upperDensity` — liminf / limsup of that profile
* `Set.HasDensity` — convergence of the profile; `Set.HasNaturalDensity` — `ℕ` case with `A = univ`
* Basic API: `[0,1]` bounds, empty/univ, finite sets have density `0`, `Finset.range` characterizations
* Drops the filter-parametric layer and the junk-valued `naturalDensity`
* Opt-in `Mathlib.Combinatorics.AsymptoticDensity.LinearGrowth`: exact lower/upper density equalities for the counting function `n ↦ #{x ∈ Finset.range n | x ∈ S}`, with no `LinearGrowth` dependency on the core density module
* Retargets the Schnirelmann TODO to this module; Schnirelmann-density comparison proofs are left for follow-up (the linear-growth bridge is proved here)
AI disclosure: this PR is primarily LLM-generated (OpenAI Codex). I reviewed the design (with review comments feedback), public APIs and edge-cases.
I primarily used these as part of my other project on quantitative descent and I think there is a merit in reusability.
---
---
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new-contributor
t-combinatorics
LLM-generated
|
358/2 |
Mathlib.lean,Mathlib/Combinatorics/AsymptoticDensity.lean,Mathlib/Combinatorics/AsymptoticDensity/LinearGrowth.lean,Mathlib/Combinatorics/Schnirelmann.lean |
4 |
16 |
['D-Thomine', 'b-mehta', 'github-actions', 'jcommelin', 'mathlib-bors', 'shaikidris', 'wwylele'] |
nobody |
58-13217 1 month ago |
64-16927 64 days ago |
67-34784 67 days |
0 |
| 42775 |
hawkrobe author:hawkrobe |
feat(RingTheory/HopfAlgebra): construct Hopf algebras from generators |
Upgrade a bialgebra to a Hopf algebra from antipode data on an algebra-generating set (`HopfAlgebra.ofGenerators`), plus the primitive-element form `HopfAlgebra.ofPrimitives`. Split out of #39841.
This looks more elegant using Sweedler notation (this proof was taken from a comment in #31898) but mathlib doesn't have the notation available as far as I know.
- [x] depends on: #39841 |
t-ring-theory
new-contributor
|
153/6 |
Mathlib.lean,Mathlib/RingTheory/HopfAlgebra/Generators.lean,Mathlib/RingTheory/HopfAlgebra/Primitive.lean |
3 |
3 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
57-15040 1 month ago |
58-28028 58 days ago |
58-42569 58 days |
1 |
| 42956 |
SnirBroshi author:SnirBroshi |
feat(SimpleGraph/Walk/Chord): chords of `Walk.map` |
---
Not sure if `Chord.lean` should import `Maps.lean` or vice versa.
Importing both from `Copy.lean` would avoid `large-import`, but I don't think that's right.
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t-combinatorics
large-import
|
38/2 |
Mathlib/Combinatorics/SimpleGraph/Walk/Chord.lean |
1 |
1 |
['github-actions'] |
nobody |
53-71686 1 month ago |
55-60234 55 days ago |
55-59899 55 days |
0 |
| 41522 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Paths): existence of longest paths/trails/cycles/circuits |
We already have the existence of a longest path/trail. This adds:
- the existence of a longest cycle/circuit
- the existence of a longest path/trail from a specific vertex
- the existence of a longest path/trail between specific endpoints
- the existence of a longest cycle/circuit at a specific vertex
---
`exists_isTrail_forall_length_le_of_pred` is the common argument that works for any predicate on trails, which is then used to prove the 10 versions mentioned above.
I know this looks a bit ugly, but taking a longest path/trail/cycle/circuit is a useful proof technique.
Also, that predicate version might be useful to get Kempe chains, although I haven't tried it.
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|
t-combinatorics |
128/22 |
Mathlib/Combinatorics/SimpleGraph/Acyclic.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Connected.lean,Mathlib/Combinatorics/SimpleGraph/Paths.lean |
3 |
1 |
['github-actions'] |
nobody |
53-71640 1 month ago |
53-75534 53 days ago |
97-31879 97 days |
0 |
| 42561 |
SnirBroshi author:SnirBroshi |
feat(Order/RelSeries): order series by refinement |
Define a partial order on `RelSeries`, add basic lemmas for the operations (e.g. `p < p.append q`), and relate to `IsChain` on sets.
This lets us spell "maximal chain" using series.
---
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|
tech debt
t-order
|
150/6 |
Mathlib/Order/RelSeries.lean |
1 |
1 |
['github-actions'] |
nobody |
53-23176 1 month ago |
67-20643 67 days ago |
67-32955 67 days |
0 |
| 43040 |
Qinghev author:Qinghev |
feat(Analysis/Convex): add center mass residual identity |
This adds `Finset.sum_smul_sub_centerMass_eq_zero`, stating that the weighted sum of displacements from a finite center of mass is zero whenever the total weight is nonzero.
---
Codex assisted with drafting and verification. |
t-analysis
new-contributor
|
5/0 |
Mathlib/Analysis/Convex/Combination.lean |
1 |
2 |
['github-actions'] |
nobody |
53-21541 1 month ago |
53-22698 53 days ago |
53-22363 53 days |
0 |
| 43048 |
alreadydone author:alreadydone |
feat(Counterexamples): an invertible semimodule of different cardinality than the semiring |
example due to Sixuan Gu (CUHKSZ) and Wei Qi (Ohio State U)
---
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|
t-algebra label:t-algebra$ |
183/0 |
Counterexamples.lean,Counterexamples/CommSemiring7InvertibleModule6.lean,Mathlib/RingTheory/Spectrum/Maximal/Basic.lean |
3 |
1 |
['github-actions'] |
nobody |
52-64275 1 month ago |
52-66408 52 days ago |
52-66073 52 days |
0 |
| 43029 |
harahu author:harahu |
chore(RingTheory): tidy markdown headers |
This PR:
- ensures all files in `Mathlib/RingTheory` have one and only one H1 header,
- better aligns some H2 headers with the style guide.
For files missing a module header, new headers were authored by Claude Opus 5.
---
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|
t-ring-theory |
48/36 |
Mathlib/RingTheory/AdicCompletion/LocalRing.lean,Mathlib/RingTheory/Algebraic/StronglyTranscendental.lean,Mathlib/RingTheory/DedekindDomain/GaussLemma.lean,Mathlib/RingTheory/Flat/IsBaseChange.lean,Mathlib/RingTheory/GradedAlgebra/Radical.lean,Mathlib/RingTheory/HopkinsLevitzki.lean,Mathlib/RingTheory/Ideal/IdempotentFG.lean,Mathlib/RingTheory/Jacobson/Radical.lean,Mathlib/RingTheory/Kaehler/JacobiZariski.lean,Mathlib/RingTheory/LocalRing/Quotient.lean,Mathlib/RingTheory/Localization/Away/AdjoinRoot.lean,Mathlib/RingTheory/MvPolynomial/MonomialOrder.lean,Mathlib/RingTheory/MvPowerSeries/Expand.lean,Mathlib/RingTheory/MvPowerSeries/LinearTopology.lean,Mathlib/RingTheory/NoetherNormalization.lean,Mathlib/RingTheory/Perfectoid/BDeRham.lean,Mathlib/RingTheory/Perfectoid/FontaineTheta.lean,Mathlib/RingTheory/Perfectoid/Untilt.lean,Mathlib/RingTheory/Polynomial/ShiftedLegendre.lean,Mathlib/RingTheory/PowerSeries/Expand.lean,Mathlib/RingTheory/RegularLocalRing/Defs.lean,Mathlib/RingTheory/SimpleModule/InjectiveProjective.lean,Mathlib/RingTheory/SimpleRing/DivisionRing.lean,Mathlib/RingTheory/SimpleRing/Matrix.lean,Mathlib/RingTheory/Spectrum/Prime/IsOpenComapC.lean,Mathlib/RingTheory/TensorProduct/IsBaseChangeRightExact.lean,Mathlib/RingTheory/TensorProduct/MvPolynomial.lean,Mathlib/RingTheory/Trace/Quotient.lean,Mathlib/RingTheory/WittVector/Frobenius.lean,Mathlib/RingTheory/WittVector/Identities.lean,Mathlib/RingTheory/WittVector/Isocrystal.lean,Mathlib/RingTheory/WittVector/MulP.lean,Mathlib/RingTheory/WittVector/Verschiebung.lean |
33 |
11 |
['github-actions', 'grunweg', 'harahu'] |
nobody |
51-3519 1 month ago |
51-5460 51 days ago |
53-21749 53 days |
0 |
| 40470 |
gasparattila author:gasparattila |
feat(Order/Partition/Finpartition): generalize `atomise` to `GeneralizedBooleanAlgebra` |
---
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|
t-order |
141/66 |
Mathlib/Combinatorics/SimpleGraph/Regularity/Chunk.lean,Mathlib/Order/Partition/Finpartition.lean |
2 |
4 |
['gasparattila', 'github-actions', 'mathlib-dependent-issues'] |
nobody |
50-80195 1 month ago |
62-59885 62 days ago |
62-68289 62 days |
0 |
| 41481 |
SnirBroshi author:SnirBroshi |
feat(SimpleGraph/Connectivity/Connected): a preconnected graph with finitely many edges has finitely many vertices |
`Finite V ↔ Finite G.Dart ↔ G.support.Finite ↔ G.edgeSet.Finite`
---
`#G.Dart = 2 * #G.edgeSet` is also true (#36406) which could simplify the `edgeSet` proof, but it's in `DegreeSum.lean` and more complicated. Having `Finite` theorems seems useful.
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|
t-combinatorics
large-import
|
79/1 |
Mathlib/Combinatorics/SimpleGraph/Basic.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Connected.lean,Mathlib/Combinatorics/SimpleGraph/Dart.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Basic.lean |
4 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
50-66842 1 month ago |
71-71357 71 days ago |
84-27805 84 days |
0 |
| 43036 |
SnirBroshi author:SnirBroshi |
feat(Order/RelSeries): a strict order on a finite domain is finite dimensional |
Bound the length of a `RelSeries r` by the cardinality of `α` when `r` is a strict order (irreflexive and transitive), and show:
- `Finite α → r.IsIrrefl → r.IsTrans → Finite (RelSeries r)`
- `Infinite α → Infinite (RelSeries r)`
- `Finite α → Nonempty α → r.IsIrrefl → r.IsTrans → r.FiniteDimensional`
- `r.IsIrrefl → r.IsTrans → r.InfiniteDimensional → Infinite α`
---
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|
t-order |
62/13 |
Mathlib.lean,Mathlib/Order/RelSeries.lean,Mathlib/Order/RelSeries/Lemmas.lean |
3 |
1 |
['github-actions'] |
nobody |
50-53625 1 month ago |
53-36136 53 days ago |
53-37175 53 days |
0 |
| 43023 |
SnirBroshi author:SnirBroshi |
feat(Order/RelSeries): change `FiniteDimensional` to allow empty types |
This also means that the zero ring is now `FiniteRingKrullDim`, and that `Empty` is `FiniteDimensionalOrder`.
[#mathlib4 > Should zero ring be finite-dimensional?](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Should.20zero.20ring.20be.20finite-dimensional.3F/with/495871110)
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|
t-order |
67/55 |
Mathlib/Order/KrullDimension.lean,Mathlib/Order/RelSeries.lean,Mathlib/RingTheory/Ideal/Height.lean,Mathlib/RingTheory/Ideal/KrullsHeightTheorem.lean,Mathlib/RingTheory/KrullDimension/Basic.lean |
5 |
3 |
['SnirBroshi', 'github-actions', 'themathqueen'] |
nobody |
49-71819 1 month ago |
53-78345 53 days ago |
53-78010 53 days |
0 |
| 43102 |
tb65536 author:tb65536 |
chore(GroupTheory/PGroup): to_additivize most of the file |
This PR to_additivizes most of `GroupTheory/PGroup.lean`.
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|
t-algebra
t-group-theory
label:t-algebra$ |
82/16 |
Mathlib/Algebra/Module/ZMod.lean,Mathlib/GroupTheory/PGroup.lean,Mathlib/Tactic/Translate/ToAdditive.lean |
3 |
6 |
['SnirBroshi', 'acmepjz', 'github-actions', 'tb65536'] |
nobody |
49-61363 1 month ago |
49-78425 49 days ago |
49-78092 49 days |
0 |
| 40620 |
SnirBroshi author:SnirBroshi |
feat(Order/SuccPred/CompleteLinearOrder): `sSup s = ⊤` iff theorems for `WithTop` |
For a `[ConditionallyCompleteLinearOrderBot α]` with `(s : Set (WithTop α))`:
- `sSup s = ⊤ ↔ ∀ a : α, ∃ b ∈ s, a < b`
- `[NoMaxOrder α] → sSup s = ⊤ ↔ ∀ a : α, ∃ b ∈ s, a ≤ b`
and the matching `iSup` theorems.
These can't be dualized because `ConditionallyCompleteLinearOrderBot` has no dual.
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|
t-order |
26/0 |
Mathlib/Order/SuccPred/CompleteLinearOrder.lean,Mathlib/Order/WithBot.lean |
2 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
49-53965 1 month ago |
49-56880 49 days ago |
49-63843 49 days |
1 |
| 43123 |
harahu author:harahu |
chore(Testing): tidy markdown headers |
This PR ensures files in `Mathlib/Testing` have one and only one H1 header.
In the cases where the file did not already have an obvious H1 header candidate, a new header was authored by Claude Opus 5.
---
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|
5/1 |
Mathlib/Testing/Plausible/Functions.lean,Mathlib/Testing/Plausible/Sampleable.lean,Mathlib/Testing/Plausible/Testable.lean |
3 |
1 |
['github-actions'] |
nobody |
49-17141 1 month ago |
49-17875 49 days ago |
49-17540 49 days |
0 |
| 43122 |
harahu author:harahu |
chore(Tactic): tidy markdown headers |
This PR ensures files in `Mathlib/Tactic` have one and only one H1 header.
In the cases where the file did not already have an obvious H1 header candidate, a new header was authored by Claude Opus 5.
---
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|
60/37 |
Mathlib/Tactic/Algebraize.lean,Mathlib/Tactic/ApplyCongr.lean,Mathlib/Tactic/Bound.lean,Mathlib/Tactic/CategoryTheory/CheckCompositions.lean,Mathlib/Tactic/Conv.lean,Mathlib/Tactic/CrossRefAttribute.lean,Mathlib/Tactic/DSimpPercent.lean,Mathlib/Tactic/DeclarationNames.lean,Mathlib/Tactic/DepRewrite.lean,Mathlib/Tactic/FunProp/Attr.lean,Mathlib/Tactic/FunProp/Decl.lean,Mathlib/Tactic/FunProp/Elab.lean,Mathlib/Tactic/FunProp/FunctionData.lean,Mathlib/Tactic/FunProp/Mor.lean,Mathlib/Tactic/FunProp/Theorems.lean,Mathlib/Tactic/FunProp/ToBatteries.lean,Mathlib/Tactic/FunProp/Types.lean,Mathlib/Tactic/GuardGoalNums.lean,Mathlib/Tactic/GuardHypNums.lean,Mathlib/Tactic/Inhabit.lean,Mathlib/Tactic/Linarith.lean,Mathlib/Tactic/Linter/Style.lean,Mathlib/Tactic/Linter/TextBased.lean,Mathlib/Tactic/Linter/UnusedTacticExtension.lean,Mathlib/Tactic/NormNum/Core.lean,Mathlib/Tactic/NormNum/OfScientific.lean,Mathlib/Tactic/NormNum/Pow.lean,Mathlib/Tactic/NormNum/Result.lean,Mathlib/Tactic/Positivity/Basic.lean,Mathlib/Tactic/Positivity/Core.lean,Mathlib/Tactic/Ring/NamePolyVars.lean,Mathlib/Tactic/Ring/NamePowerVars.lean,Mathlib/Tactic/SplitIfs.lean,Mathlib/Tactic/Tauto.lean,Mathlib/Tactic/ToAdditive.lean,Mathlib/Tactic/ToDual.lean,Mathlib/Tactic/Widget/CommDiag.lean |
37 |
1 |
['github-actions'] |
nobody |
49-16622 1 month ago |
49-19900 49 days ago |
49-19565 49 days |
0 |
| 42771 |
xgenereux author:xgenereux |
feat(RingTheory/DedekindDomain/AdicValuation): adic valuations are trivial on subfields |
Two lemmas about height one primes and their behaviors on a subfield `k` of `R`.
- Its associated valuation is trivial on `k`.
- Its nonzero elements are transcendental over `k`
AI disclaimer: I used AI to suggest placement in the file and docstring. Lemmas are mine.
Co-authored-by: María Inés de Frutos Fernández <[mariaines.dff@gmail.com](mailto:mariaines.dff@gmail.com)>
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|
t-ring-theory |
21/0 |
Mathlib/RingTheory/DedekindDomain/AdicValuation.lean |
1 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
48-65906 1 month ago |
48-66443 48 days ago |
51-72910 51 days |
0 |
| 43082 |
WenrongZou author:WenrongZou |
feat(RingTheory/Henselian): add Hensel lemma for non-monic polynomials |
In a ring `R` that is Henselian at an ideal `I`, a simple root modulo `I` lifts to a root in `R` even when the polynomial is not monic.
And for local ring, we prove two more equivalent description of the theorem [`HenselianLocalRing.TFAE`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/RingTheory/Henselian.html#HenselianLocalRing.TFAE).
---
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|
t-ring-theory |
111/20 |
Mathlib/Algebra/Polynomial/Reverse.lean,Mathlib/RingTheory/Henselian.lean |
2 |
2 |
['github-actions'] |
nobody |
47-23005 1 month ago |
51-20577 51 days ago |
51-20242 51 days |
0 |
| 42283 |
YaelDillies author:YaelDillies |
feat(RingTheory): diagonalisable Hopf algebras |
Define diagonalisable Hopf algebras as those that are isomorphic to some group algebra. We will prove in a later PR that they are closed under tensor product.
From Toric
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|
t-ring-theory
toric
|
168/1 |
Mathlib.lean,Mathlib/LinearAlgebra/Finsupp/LinearCombination.lean,Mathlib/LinearAlgebra/LinearIndependent/Defs.lean,Mathlib/RingTheory/HopfAlgebra/Basic.lean,Mathlib/RingTheory/HopfAlgebra/Diagonalisable.lean |
5 |
1 |
['github-actions'] |
nobody |
46-84922 1 month ago |
75-23907 75 days ago |
75-23624 75 days |
1 |
| 42377 |
norbsvr author:norbsvr |
doc(1000.yaml): add Brauer's theorem on induced characters |
Claims a proof of [Q4958218:](https://www.wikidata.org/wiki/Q4958218) Brauer's theorem on induced characters.
The formalization is in an <a href="https://github.com/norbsvr/BrauerInduction/">external Lean 4 repository</a>. Please see file `README.md` for further information.
---
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|
new-contributor |
3/0 |
docs/1000.yaml |
1 |
3 |
['github-actions'] |
nobody |
45-59634 1 month ago |
72-66452 72 days ago |
72-66117 72 days |
0 |
| 43258 |
ScottCarnahan author:ScottCarnahan |
feat(Algebra/MonoidAlgebra/PointwiseSMul): add smulAntidiagonal and API |
Given actions of `R` on `V` and `G` on `P`, the `smulAntidiagonal` of `f : MonoidAlgebra R G` and `x : P → V` at `p : P` is the finset in `G × P` whose elements scalar-multiply to `p` and whose components lie in the support of `f` and `x`. This PR defines the `smulAntidiagonal` and shows that convolutional scalar multiplication coincides with monoid algebra multiplication when `V = R` and `P = G`.
---
[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
49/0 |
Mathlib/Algebra/MonoidAlgebra/PointwiseSMul.lean |
1 |
1 |
['github-actions'] |
nobody |
43-53712 1 month ago |
44-2107 44 days ago |
44-1772 44 days |
0 |
| 42590 |
AntoineduFresne author:AntoineduFresne |
feat(Order/UpperLower/Closure): the upper and lower closures of a maximal antichain cover the order |
I add `IsMaxAntichain.upperClosure_union_lowerClosure`. It says that the upper and lower closures of a maximal antichain cover the whole order.
I put it right after `ordConnected_iff_upperClosure_inter_lowerClosure`, next to `upperClosure_inter_lowerClosure`, which seems the right spot.
The lemma is about antichains, so `Mathlib/Order/Antichain.lean` would have looked like the natural file to modify, but `upperClosure` is defined in `Mathlib/Order/UpperLower/Closure.lean`, which imports `Mathlib.Order.Interval.Set.OrdConnected`, which imports `Mathlib.Order.Antichain`. So to avoid an import loop I put it in `Closure.lean`.
I split this out of #40741, where a reviewer suggested it. Nothing in that PR uses the lemma.
|
t-order
new-contributor
|
13/0 |
Mathlib/Order/Antichain.lean,Mathlib/Order/UpperLower/Closure.lean |
2 |
12 |
['AntoineduFresne', 'Ruben-VandeVelde', 'SnirBroshi', 'github-actions', 'tdwag123'] |
nobody |
43-19056 1 month ago |
43-57516 43 days ago |
59-14216 59 days |
0 |
| 43128 |
dannyhe652 author:dannyhe652 |
feat(SimpleGraph/Coloring): add edge colorings and missing colors |
## Summary
This PR starts the edge-coloring API needed for Vizing's theorem.
It defines edge colorings as vertex colorings of the line graph, introduces edge
colorability and the chromatic index, and adds the basic local color-set API around a
vertex.
Main additions:
- `vizing.edgeColoring`
- `vizing.edgeColorable`
- `vizing.chromaticIndex`
- `vizing.incidentEdges`
- `vizing.incidentColors`
- `vizing.missingColors`
It also proves the basic cardinality estimates relating incident colors to vertex degree,
including that with more available colors than the degree, some color is missing at the
vertex.
This is the first PR in a stacked development toward Vizing's theorem.
## Co-authors
Co-authored-by: Daniel Raggi <dr495@cam.ac.uk>
Co-authored-by: Aristotle (Harmonic) <aristotle-harmonic@harmonic.fun>
Co-authored-by: Claude Opus 4.5 & 4.6 <noreply@anthropic.com>
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics
new-contributor
LLM-generated
|
271/0 |
Mathlib.lean,Mathlib/Combinatorics/SimpleGraph/Coloring/EdgeColoring.lean,Mathlib/Combinatorics/SimpleGraph/Coloring/KempeChain.lean,Mathlib/Combinatorics/SimpleGraph/Coloring/KempeChain/Basic.lean |
4 |
6 |
['SnirBroshi', 'dannyhe652', 'github-actions'] |
nobody |
43-2151 1 month ago |
49-12653 49 days ago |
49-12414 49 days |
4 |
| 42468 |
Cobord author:Cobord |
feat: added lambda rings |
Description:
This does lambda rings. It is mostly over rationals so we can concern ourselves only with the psi^n operations and not the more complicated lambda^n operations. Doing the more general case could be another PR. This also includes the Getzler type formulation as the map involving Lambda_R the ring of symmetric functions in countably many variables (which again because R is assumed as [Algebra Q R] is described with it's power sum generators). That is to say the Plethystic action. Homomorphisms of such lambda rings are also covered. In particular, those of inclusions of subrings closed under those psi^n operations. In addition, one of the primary motivating examples of K(GL(n)/P) otimes_Z Q is described as such an instance to provide an example that is not Lambda_R.
This was done with Claude Code for generating initial versions but I had not given a good full prompt about prefering psi^n over lambda^n or using a structure instead of a prop in AdamsHom so I ended up rewriting most of those parts by hand anyway. The exception is the PrimeExtend file which is about only giving the psi^p instead of all of the psi^n, but abstracted away from those particular details per clarifying instructions after an initial version.
Because PrimeExtend is so much, this has a tag of
LLM-generated
In addition even though it is in RingTheory it is highly relevant to
t-combinatorics
in the sense of algebraic combinatorics due to use of ring of symmetric functions in countably many variables. |
t-ring-theory
new-contributor
t-combinatorics
LLM-generated
|
898/0 |
Mathlib.lean,Mathlib/RingTheory/LambdaRing/AdamsHom.lean,Mathlib/RingTheory/LambdaRing/AdamsOperations.lean,Mathlib/RingTheory/LambdaRing/KFlagExample.lean,Mathlib/RingTheory/LambdaRing/PrimeExtend.lean,Mathlib/RingTheory/LambdaRing/SymmetricFunctions.lean |
6 |
4 |
['Cobord', 'github-actions'] |
nobody |
42-50748 1 month ago |
64-76339 64 days ago |
64-76775 64 days |
0 |
| 43374 |
plp127 author:plp127 |
chore: remove `WittVector.mk'` |
Override the structure constructor transparencies so that duplicating a `WittVector.mk'` is no longer necessary.
---
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
28/19 |
Mathlib/RingTheory/WittVector/Defs.lean,Mathlib/RingTheory/WittVector/DiscreteValuationRing.lean,Mathlib/RingTheory/WittVector/Domain.lean,Mathlib/RingTheory/WittVector/Frobenius.lean,Mathlib/RingTheory/WittVector/FrobeniusFractionField.lean,Mathlib/RingTheory/WittVector/InitTail.lean,Mathlib/RingTheory/WittVector/IsPoly.lean,Mathlib/RingTheory/WittVector/Teichmuller.lean,Mathlib/RingTheory/WittVector/Truncated.lean,Mathlib/RingTheory/WittVector/Verschiebung.lean |
10 |
1 |
['github-actions'] |
nobody |
41-7878 1 month ago |
41-8878 41 days ago |
41-8638 41 days |
0 |
| 43394 |
harahu author:harahu |
feat(Order/WithBot): add `WithBot.map_lt_map_iff` |
Add `WithBot.map_lt_map_iff`, the `<` analogue of `WithBot.map_le_iff`, for use in a follow-up.
Its natural home is the `LT` section. For symmetry, we also generalize `WithBot.map_le_iff`.
Also rename `map_le_iff` to `map_le_map_iff`, since the operation appears on both sides of the relation. The bare `X_le_iff` form is used throughout Mathlib for the one-sided shape `f a ≤ b ↔ ...`.
---
Developed with help from of Claude Opus 5.
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[](https://gitpod.io/from-referrer/)
|
t-order
LLM-generated
|
12/5 |
Mathlib/Order/Hom/WithTopBot.lean,Mathlib/Order/WithBot.lean |
2 |
1 |
['github-actions'] |
nobody |
41-698 1 month ago |
41-3360 41 days ago |
41-3025 41 days |
0 |
| 43095 |
plp127 author:plp127 |
chore(Data/PFunctor): reduce defeq abuse around `PFunctor.W` |
Reduce the defeq abuse around `PFunctor.W` by adding some API.
---
- [x] depends on: #43056
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[](https://gitpod.io/from-referrer/)
|
t-data
tech debt
|
88/52 |
Mathlib/Data/PFunctor/Multivariate/W.lean,Mathlib/Data/PFunctor/Univariate/Basic.lean,Mathlib/Data/QPF/Univariate/Basic.lean |
3 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
40-66765 1 month ago |
40-77595 40 days ago |
40-78097 40 days |
0 |
| 43087 |
JX-Mo author:JX-Mo |
feat(RepresentationTheory): add Hecke/Basic.lean |
This file defines `HeckeModule` of a representation `ρ` as `Hom_G(k[G ⧸ H], ρ)` and identifies it
with the space of `H`-invariants. |
new-contributor
t-algebra
label:t-algebra$ |
87/0 |
Mathlib.lean,Mathlib/RepresentationTheory/Hecke/Basic.lean |
2 |
8 |
['JX-Mo', 'Whysoserioushah', 'github-actions'] |
nobody |
40-22203 1 month ago |
50-85546 50 days ago |
50-85313 50 days |
0 |
| 43407 |
thomaskwaring author:thomaskwaring |
feat(Order/Hom/CompleteLattice): order adjoints for `{sSup/sInf}Hom` |
This PR defines the order adjoint of a `sSup` or `sInf` preserving function, which defines an equivalence `sSupHom α β ≃ sInfHom β α`, and an order isomorphism `sSupHom α β ≃o (sInfHom β α)ᵒᵈ` (plus duals).
---
I'm not 100% certain on the naming here, and would very much appreciate any advice & help with `to_dual` — an alternative option is `upperAdj` and `lowerAdj`, which `to_dual`-ises automatically.
[](https://gitpod.io/from-referrer/)
|
t-order |
69/0 |
Mathlib/Order/Hom/CompleteLattice.lean |
1 |
4 |
['SnirBroshi', 'github-actions', 'thomaskwaring'] |
nobody |
40-9152 1 month ago |
40-78926 40 days ago |
40-78591 40 days |
0 |
| 42716 |
Raph-DG author:Raph-DG |
feat(CategoryTheory): module structure on ext groups |
In this PR, we construct an R module structure on Ext A G n given a ring homomorphism (φ : R →+* End G). We also show that this module structure agrees with the existing module structure on Ext A G n in the case where the ambient category is R linear.
The main motivation for doing this is that until we have some nice comparison lemmas going between cohomology taken in the category of sheaves of modules and cohomology taken in the category of sheaf of abelian groups, I think it will be more useful to work with the cohomology of the underlying sheaf of abelian groups of a sheaf of modules. However, the category of sheaves of abelian groups is not R linear for most R, so we do not immediately inherit R-module structure on the cohomology groups from this machinery.
AI disclosure: I had AI perform some cleanups and edits to some code originally written by me, as well as having it move things into the correct files. I also had it create this branch from another branch which I decided had too much content for a single PR.
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
31/0 |
Mathlib/Algebra/Homology/DerivedCategory/Ext/Linear.lean |
1 |
3 |
['github-actions', 'mathlib-bors'] |
nobody |
40-1887 1 month ago |
47-3940 47 days ago |
62-5349 62 days |
1 |
| 34910 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Acyclic): a graph is a tree iff it's acyclic and has exactly `n - 1` edges |
---
This was my white whale for quite some time. Hooray!
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
91/6 |
Mathlib/Combinatorics/SimpleGraph/Acyclic.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Connected.lean,Mathlib/Order/RelIso/Basic.lean |
3 |
24 |
['Rida-Hamadani', 'SnirBroshi', 'amellendijk', 'github-actions', 'jt0202', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
39-61016 1 month ago |
94-62722 94 days ago |
120-11148 120 days |
0 |
| 43446 |
gasparattila author:gasparattila |
feat: `direction` of `AffineSubspace.comap` |
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
19/0 |
Mathlib/LinearAlgebra/AffineSpace/AffineSubspace/Basic.lean |
1 |
2 |
['github-actions', 'wwylele'] |
nobody |
39-15729 1 month ago |
39-66658 39 days ago |
39-66323 39 days |
1 |
| 43461 |
mcdoll author:mcdoll |
feat(Analysis/SchwartzMap): missing lemmas about inverse Fourier transform |
Adds lemmas that are already present for the Fourier transform, plus a pair of lemmas for the relation to the `L1` Fourier transform.
---
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|
t-analysis |
54/0 |
Mathlib/Analysis/Distribution/SchwartzSpace/Fourier.lean |
1 |
1 |
['github-actions'] |
nobody |
39-6891 1 month ago |
39-8260 39 days ago |
39-7925 39 days |
1 |
| 43464 |
gasparattila author:gasparattila |
fix(LinearAlgebra/Projectivization/Subspace): fix non-defeq `Min` instances |
The `CompleteLattice` instance of `Projectivization.Subspace` is currently defined using `completeLatticeOfInf`, which conflicts with the `Min` instance defined earlier. This PR fixes this by overriding the `inf` field. To avoid possible issues with `⊥` and `⊤`, they are also redefined to have good defeqs.
---
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|
t-algebra label:t-algebra$ |
17/20 |
Mathlib/LinearAlgebra/Projectivization/Subspace.lean |
1 |
1 |
['github-actions'] |
nobody |
39-3130 1 month ago |
39-3908 39 days ago |
39-3573 39 days |
0 |
| 41633 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Paths): length of closed a walk/trail isn't `1`/`2` |
For a closed walk `p`:
- `p.length ≠ 1`
- `p.IsTrail` → `p.length ≠ 2`
- `p.IsTrail` → `p.length ≤ 2` → `p.Nil`
---
Since a circuit is a closed non-nil trail, `IsTrail.nil_of_length_le_two` is basically the contrapositive of `IsCircuit.three_le_length`, but I think this form is useful.
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|
t-combinatorics |
11/4 |
Mathlib/Combinatorics/SimpleGraph/Paths.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Basic.lean |
2 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
38-83823 1 month ago |
38-84595 38 days ago |
90-16966 90 days |
0 |
| 42723 |
kim-em author:kim-em |
feat(GroupTheory/Perm): cycle type of a power of a cycle |
This PR computes the cycle type of a power of a cycle. If `f` has support cardinality `n` and `d = gcd n k`, then `f ^ k` is the identity when `n ∣ k`; otherwise its cycle type is `Multiset.replicate d (n / d)`. It also adds the pointwise criterion that `f ^ k` fixes any point in the support of `f` exactly when `n ∣ k`, complementing the existing `orderOf_pow` and `Equiv.Perm.IsCycle.pow_iff` API.
This contribution originated in the [Tau Ceti project](https://github.com/TauCetiProject/TauCeti), an AI-written mathematics repository; it was adapted for Mathlib with Claude Code and reviewed with OpenAI Codex, supervised by Kim Morrison.
:robot: Prepared with OpenAI Codex
|
t-group-theory
LLM-generated
TauCeti
|
73/0 |
Mathlib/GroupTheory/Perm/Cycle/Basic.lean,Mathlib/GroupTheory/Perm/Cycle/Type.lean |
2 |
1 |
['github-actions'] |
nobody |
38-50199 1 month ago |
41-37351 41 days ago |
41-37016 41 days |
0 |
| 43478 |
plp127 author:plp127 |
feat(Data/PFunctor): pointfree lemmas for map |
Prove `PFunctor.map_id` and `PFunctor.map_comp_map`, pointfree analogues of `PFunctor.id_map` and `PFunctor.map_map`. The names are chosen to match the corresponding lemmas for `LawfulFunctor`.
---
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|
t-data |
5/0 |
Mathlib/Data/PFunctor/Univariate/Basic.lean |
1 |
1 |
['github-actions'] |
nobody |
38-36491 1 month ago |
38-37236 38 days ago |
38-37043 38 days |
0 |
| 43100 |
JJYYY-JJY author:JJYYY-JJY |
feat(Analysis/Complex/CauchyIntegral): add Cauchy formula at interior points |
This generalizes the higher-order Cauchy integral formula from the center of a disc to an arbitrary point in its interior, and closes the TODO.
Co-authored-by: ajirving <29164966+ajirving@users.noreply.github.com>
---
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|
t-analysis |
58/14 |
Mathlib/Analysis/Complex/CauchyIntegral.lean |
1 |
2 |
['ajirving', 'github-actions'] |
nobody |
37-82962 1 month ago |
50-24526 50 days ago |
50-24191 50 days |
0 |
| 42370 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Maps): more `map`/`comap` API |
---
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|
t-combinatorics |
114/9 |
Mathlib/Combinatorics/SimpleGraph/Maps.lean |
1 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
37-59933 1 month ago |
37-60735 37 days ago |
72-19197 72 days |
1 |
| 43507 |
SnirBroshi author:SnirBroshi |
fix(Combinatorics/SimpleGraph): namespace `completeBipartiteGraph` under `SimpleGraph` |
and fix the names of `CompleteBipartiteGraph.bicoloring` and `CompleteBipartiteGraph.chromaticNumber`.
---
Moved the `namespace SimpleGraph` in `Basic.lean` to right after the definition of `SimpleGraph`, to avoid putting things outside of the namespace.
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|
t-combinatorics |
29/20 |
Mathlib/Combinatorics/SimpleGraph/Basic.lean,Mathlib/Combinatorics/SimpleGraph/Coloring/Vertex.lean |
2 |
1 |
['github-actions'] |
nobody |
37-27737 1 month ago |
37-42637 37 days ago |
37-42302 37 days |
0 |
| 43519 |
harahu author:harahu |
chore(Order/Interval/Set/SuccPred): generalize lemmas |
We generalize five lemmas from `LinearOrder` to `Preorder` and three to `PartialOrder`.
The motivation for the `Preorder` generalizations is to enable deprecation of the almost identical results in `Mathlib/Order/SuccPred/Basic.lean`. The results in that file are stated more generally, so we need to generalize in order to subsume them properly.
---
We're aiming to keep the statements in the touched file rather than those in `SuccPred/Basic.lean` based on [this discussion](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/duplicate.20succ.20interval.20lemmas/with/621955635).
This PR has significant overlap with #23810, but does not cover `Finset/SuccPred.lean`. The touched file in this PR asks to be kept in sync with the `Finset` sibling, but there is already a lot of divergence since the `Finset` file hasn't been treated with `to_dual` yet. I therefore suggest that `Finset/SuccPred.lean` and the other sibling files be brought up to date in a subsequent PR.
The generalizations were performed by Claude Code, and thereafter reviewed and somewhat cleaned up by me.
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|
t-order |
61/19 |
Mathlib/Order/Interval/Set/SuccPred.lean |
1 |
3 |
['github-actions', 'harahu', 'vihdzp'] |
vihdzp assignee:vihdzp |
37-7853 1 month ago |
37-14895 37 days ago |
37-14560 37 days |
0 |
| 43526 |
vihdzp author:vihdzp |
chore(Topology/CantorBendixson): cleanup + more basic API |
We perform various small golfs, make some variables explicit, and add a few trivial lemmas.
---
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I would've suggested all of this in #37375, but somehow that PR went under my radar.
[](https://gitpod.io/from-referrer/)
|
t-topology |
58/57 |
Mathlib/SetTheory/Ordinal/FixedPointApproximants.lean,Mathlib/Topology/CantorBendixson.lean,Mathlib/Topology/DerivedSet.lean |
3 |
1 |
['github-actions'] |
nobody |
37-7683 1 month ago |
37-11660 37 days ago |
37-11325 37 days |
0 |
| 43360 |
metakunt author:metakunt |
feat(RingTheory/AdjoinRoot/MapCyclotomic): define algebra isomorphism isAdjoinRoot for roots of unity |
From #43343
Section is deliberately not exposed. I think the API developed should be enough. But if needed it can always be exposed later. |
t-ring-theory
LLM-generated
|
111/7 |
Mathlib.lean,Mathlib/RingTheory/AdjoinRoot/MapCyclotomic.lean,Mathlib/RingTheory/IsAdjoinRoot.lean |
3 |
19 |
['github-actions', 'mathlib-bors', 'metakunt', 'tb65536'] |
nobody |
36-74347 1 month ago |
36-76334 36 days ago |
38-68575 38 days |
0 |
| 43549 |
JovanGerb author:JovanGerb |
chore(Algebra/Homology/HasNoLoop): use `to_dual` |
---
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|
t-algebra label:t-algebra$ |
4/16 |
Mathlib/Algebra/Homology/HasNoLoop.lean |
1 |
1 |
['github-actions'] |
nobody |
36-71503 1 month ago |
36-72349 36 days ago |
36-72014 36 days |
0 |
| 43309 |
YaelDillies author:YaelDillies |
refactor(Geometry/Convex): make `StdSimplex` extend `Finsupp` |
Among other things, this lets users write `w.support` for `w : StdSimplex _ _` instead of `w.weights.support`. It prints the same, however.
From the Polytopes in Berlin workshop, where participants requested that they could write `w.support` instead of `w.weights.support`.
---
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[](https://gitpod.io/from-referrer/)
|
t-convex-geometry |
6/4 |
Mathlib/Geometry/Convex/ConvexSpace/Barycenter.lean,Mathlib/Geometry/Convex/ConvexSpace/Defs.lean |
2 |
4 |
['YaelDillies', 'b-mehta', 'github-actions'] |
nobody |
35-57864 1 month ago |
40-77985 40 days ago |
40-78464 40 days |
0 |
| 43401 |
thomaskwaring author:thomaskwaring |
feat(Order): counterparts of `iSupIndep.disjoint_biSup_biSup{'}` for `sSup` |
Transfer `iSupIndep.disjoint_biSup_biSup'` and `iSupIndep.disjoint_biSup_biSup` to `sSupIndep.disjoint_sSup_sSup'` and `sSupIndep.disjoint_sSup_sSup`. Also add the supporting rewrite lemma `biSup_preimage`, roughly dual to `sSup_image`.
---
Used downstream for working with `Partition`, whose fields are stated in terms of `sSupIndep`.
[](https://gitpod.io/from-referrer/)
|
t-order |
22/0 |
Mathlib/Order/CompactlyGenerated/Basic.lean,Mathlib/Order/CompleteLattice/Basic.lean,Mathlib/Order/SupIndep.lean |
3 |
5 |
['SnirBroshi', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
35-22360 1 month ago |
35-25471 35 days ago |
40-30456 40 days |
0 |
| 43608 |
SnirBroshi author:SnirBroshi |
chore(Order/RelClasses): remove redundant instances |
Some instances can be synthesized but are necessary to help `to_dual`, so they are kept.
---
Also remove instance names using `to_dual none`.
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[](https://gitpod.io/from-referrer/)
|
t-order |
31/70 |
Mathlib/Order/Quotient.lean,Mathlib/Order/RelClasses.lean,Mathlib/RingTheory/Valuation/ValuationSubring.lean,Mathlib/SetTheory/ZFC/Basic.lean |
4 |
3 |
['SnirBroshi', 'github-actions', 'leanprover-radar'] |
nobody |
35-2550 1 month ago |
35-10464 35 days ago |
35-12612 35 days |
0 |
| 43626 |
mathlib-splicebot author:mathlib-splicebot |
chore(Algebra/GroupWithZero/Basic): automated extraction from #43343 |
This PR was automatically created from PR #43343 by @metakunt via a [review comment](https://github.com/leanprover-community/mathlib4/pull/43343#discussion_r3969323130) by @metakunt. |
t-algebra label:t-algebra$ |
21/1 |
Mathlib/Algebra/GroupWithZero/Basic.lean |
1 |
1 |
['github-actions'] |
nobody |
34-82241 1 month ago |
34-85000 34 days ago |
34-84665 34 days |
1 |
| 43637 |
gasparattila author:gasparattila |
feat(Topology/Sets): `ClosedIciTopology` and `OrderClosedTopology` instances for `Compacts` |
---
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[](https://gitpod.io/from-referrer/)
|
t-topology |
41/0 |
Mathlib/Topology/Sets/VietorisTopology.lean |
1 |
1 |
['github-actions'] |
nobody |
34-74919 1 month ago |
34-76279 34 days ago |
34-75944 34 days |
0 |
| 42724 |
kim-em author:kim-em |
feat(RingTheory/Polynomial/Hermite): derivatives and the generating function |
This PR adds the classical derivative identities, three-term recurrence, parity, and exponential generating function for the probabilists' Hermite polynomials. The algebraic results include `derivative_hermite`, `iterate_derivative_hermite`, `hermite_add_two`, and polynomial and evaluated forms of parity; the analytic results prove `∑' n, Hₙ(x) * tⁿ / n! = exp (x * t - t² / 2)` in complex and real `HasSum` forms, with a real `tsum` corollary. The algebraic and analytic developments live in separate files.
This contribution originated in the [Tau Ceti project](https://github.com/TauCetiProject/TauCeti), an AI-written mathematics repository; it was adapted for Mathlib with Claude Code and reviewed with OpenAI Codex, supervised by Kim Morrison.
:robot: Prepared with OpenAI Codex
|
t-ring-theory
LLM-generated
TauCeti
|
259/0 |
Mathlib.lean,Mathlib/RingTheory/Polynomial/Hermite/Derivative.lean,Mathlib/RingTheory/Polynomial/Hermite/GeneratingFunction.lean |
3 |
3 |
['b-mehta', 'github-actions', 'kim-em'] |
nobody |
34-31665 1 month ago |
41-38503 41 days ago |
41-38168 41 days |
0 |
| 43327 |
JX-Mo author:JX-Mo |
feat(GroupTheory): add `LeftDecomposition` of double coset |
This PR is the first piece of #43286 for adding `Hecke/LeftFiniteDoubleCoset`. The main motivation is to describe the intertwining space `Hom_G(k[G/H₁], k[G/H₂])` as the free module double cosets with finite left-coset decomposition. In this PR we introduce only the left decomposition.
We deliberately design two indexing types for the left-coset decomposition: the intrinsic LeftDecomposition and the computational LeftDecompQuotient. They are equivalent via toLeftDecompositionEquiv. The first is useful for coordinate-free definitions and proofs, which saves us from abusing Quotient.out everywhere (note that we have three quotients in Hecke theory: `G/H₂, H₁/H₁∩gH₂g⁻¹, H₁\G/H₂`) and avoids "choosing representative from decomposition in the def => proving the def does not depend the choice + repeating this kind of argument for comparing different representatives in many downstream proofs" pattern. The second LeftDecompQuotient carries a fixed base point `gH₂` and remains useful for concrete convolution product computation. |
t-algebra label:t-algebra$ |
119/0 |
Mathlib.lean,Mathlib/RepresentationTheory/Hecke/LeftFiniteDoubleCoset.lean |
2 |
1 |
['github-actions'] |
nobody |
34-24965 1 month ago |
34-25674 34 days ago |
42-39717 42 days |
4 |
| 43305 |
WenrongZou author:WenrongZou |
feat(PowerSeries/Derivative): add some lemmas |
In this PR, I migrated some results from Polynomial/Derivative.lean to PowerSeries/Derivative.lean.
---
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
59/0 |
Mathlib/RingTheory/PowerSeries/Derivative.lean |
1 |
2 |
['WenrongZou', 'github-actions'] |
nobody |
34-23405 1 month ago |
34-24090 34 days ago |
42-80276 42 days |
0 |
| 43166 |
WenrongZou author:WenrongZou |
feat(MvPowerSeries/pderiv): add `pderiv_map` and `pderiv_rename` |
In this PR, we prove `MvPowerSeries.map` and `MvPowerSeries.rename` commute with taking derivative.
---
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[](https://gitpod.io/from-referrer/)
|
large-import
t-ring-theory
|
29/2 |
Mathlib/RingTheory/MvPowerSeries/Derivative.lean |
1 |
1 |
['github-actions'] |
nobody |
34-22286 1 month ago |
36-45466 36 days ago |
48-13903 48 days |
1 |
| 43672 |
javgomzar author:javgomzar |
chore(LinearAlgebra/Matrix): add push tags to transpose lemmas |
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra
new-contributor
label:t-algebra$ |
6/5 |
Mathlib/LinearAlgebra/Matrix/Defs.lean |
1 |
3 |
['github-actions'] |
nobody |
33-83611 1 month ago |
33-86145 33 days ago |
33-85810 33 days |
0 |
| 42424 |
lydia-schiff author:lydia-schiff |
feat(Order/Partition/Finpartition): transport a set partition along a type equivalence |
- Adds `Finpartition.congr` to transport a `Finpartition` along a type equivalence.
- We can use `Finpartition.map` if we have an order-iso, and the equivalence induces one via the new `Finset.congrOrderIso` which is based on `Equiv.finsetCongr`.
- Includes parts, card, refl, and round-trip lemmas.
---
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- `Equiv.finsetCongr` already gives us an equivalence of Finsets, so the new `Finset.congrOrderIso` just adds that the power-set lattice structure is also preserved.
- Includes lemmas showing that the parts are e-images of the old ones, card is preserved, and refl + round-trip for the equivalence.
- The cardinality lemma was the original motivation from some work on Stirling numbers, but I thought that `Finpartition.congr` and `Finset.congrOrderIso` seemed reusable and hopefully useful in their own right, and thought it would make a good first contribution.
- Zulip thread about naming and placement [here](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/.60Finpartition.2Econgr.60.20.E2.80.94.20naming.20.26.20placement)
- I used Claude Opus 4.8 to help draft the proofs and explore the API. I have spent several weeks making sure I understand and can justify every line and I've learned a lot which is great.
[](https://gitpod.io/from-referrer/)
|
t-order
LLM-generated
new-contributor
|
61/0 |
Mathlib/Data/Finset/Image.lean,Mathlib/Order/Partition/Finpartition.lean |
2 |
6 |
['github-actions', 'lydia-schiff', 'mathlib-merge-conflicts'] |
nobody |
33-66768 1 month ago |
33-71225 33 days ago |
60-55452 60 days |
0 |
| 41523 |
Harmenszoon author:Harmenszoon |
feat(Analysis/SpecialFunctions): add the Chase-Lovett diagonal reduction for binEntropy |
This PR adds the two-variable entropy inequality of Chase and Lovett ([arXiv:2211.11689](https://arxiv.org/abs/2211.11689), Lemma 2.2): for `x, y ∈ [0, 1]`,
```
x * binEntropy y + y * binEntropy x ≤ 2 * sqrt (x * y) * binEntropy (sqrt (x * y))
```
in a new leaf file `Mathlib/Analysis/SpecialFunctions/BinaryEntropy/Diagonal.lean`, together with its `negMulLog (1 - ·)` half (`Real.mul_negMulLog_one_sub_add_le`) and a `private` concavity layer for the comparison function `η u = exp u * negMulLog (1 - exp (-u))`. Two entries are added to `docs/references.bib` (Chase–Lovett arXiv:2211.11689, Boppana arXiv:2301.09664).
**Motivation.** This inequality is the reusable reduction step behind the recent entropic lower bounds for Frankl's union-closed sets conjecture (Gilmer; Alweiss–Huang–Sellke; Chase–Lovett; Sawin; Boppana): it reduces two-variable inequalities of Boppana type `K * (x * h y + y * h x) ≤ h (x * y)` to one-variable inequalities `2 * K * t * h t ≤ h (t ^ 2)`. `Mathlib/Analysis/SpecialFunctions/BinaryEntropy.lean` currently contains calculus basics for `binEntropy` only, and no inequality of this family; I checked current master for collisions before opening this. A kernel-checked downstream application — a complete Lean formalization of the union-closed lower bound at the constant `(3 - √5)/2` that uses exactly this reduction — is public at https://github.com/demonstrandum-research/artifacts (the `UCFrankl` development), which I maintain.
**Proof shape** (one page of calculus): substituting `x = exp (-u)`, the inequality becomes midpoint concavity of `η` on `[0, ∞)`; the `negMulLog (x * y)` parts of the two sides cancel exactly, the `negMulLog (1 - ·)` parts transfer to `η` via the identity `x * η (-log x) = negMulLog (1 - x)`, and `η'' ≤ 0` reduces to `log t ≤ t - 1`. Stating `η` through `negMulLog` absorbs the `0 * log 0` boundary behaviour, so no separate edge-case argument is needed at `x = 1`.
**Design notes / open questions for reviewers.**
- Hypotheses are stated as `0 ≤ x`/`x ≤ 1` pairs rather than `x ∈ Set.Icc 0 1`; happy to convert if the membership form is preferred.
- The `η`-machinery is `private`; it could be exposed if judged independently useful.
- File placement: a new `BinaryEntropy/Diagonal.lean` leaf keeps the import footprint of `BinaryEntropy.lean` unchanged (the proof needs `Analysis.Convex.Deriv`); merging into the main file is also possible if preferred.
- Naming: `mul_binEntropy_add_mul_binEntropy_le` / `mul_negMulLog_one_sub_add_le` follow the conclusion-based convention but I am glad to rename.
**AI disclosure** (per the [mathlib AI policy](https://leanprover-community.github.io/contribute/index.html)): the Lean code in this PR was generated by LLM agents (Anthropic's Claude, running in an agent pipeline that I operate under the name Demonstrandum), and was then compile-verified against mathlib and reviewed by me. This PR description was also prepared with AI assistance and reviewed by me. The proof is elementary calculus as summarized above; I understand it and take full responsibility for the contribution. I am adding the `LLM-generated` label as required. The downstream `UCFrankl` development linked above (kernel-checked, axioms `[propext, Classical.choice, Quot.sound]` only) is the evidence that the lemma carries real weight in applications.
---
- [x] depends on: nothing
|
t-analysis
LLM-generated
new-contributor
|
227/0 |
Mathlib.lean,Mathlib/Analysis/SpecialFunctions/BinaryEntropy/Diagonal.lean,docs/references.bib |
3 |
5 |
['Harmenszoon', 'Timeroot', 'github-actions'] |
nobody |
33-45687 1 month ago |
97-34491 97 days ago |
97-34156 97 days |
0 |
| 43621 |
Whning0513 author:Whning0513 |
feat(Data/List): add basic API for toChunks |
Adds basic API lemmas for `List.toChunks`: flattening recovers the input, chunks are nonempty sublists, and their lengths are bounded by the chunk size.
This addresses the `Data/List/Basic: SP: toChunks` item in #7987.
Tests:
- `lake env lean Mathlib/Data/List/ToChunks.lean`
- `lake build Mathlib.Data.List.ToChunks`
- `lake exe runLinter Mathlib.Data.List.ToChunks`
AI use: OpenAI Codex was used to rebase the branch, run the checks above, and submit this pull request. The code and proofs were written and reviewed by the author. |
t-data
new-contributor
|
119/0 |
Mathlib.lean,Mathlib/Data/List/ToChunks.lean |
2 |
8 |
['copilot-pull-request-reviewer', 'github-actions', 'theebayuser'] |
nobody |
33-31407 1 month ago |
35-1237 35 days ago |
35-902 35 days |
0 |
| 40050 |
ReemMelamed author:ReemMelamed |
feat(Algebra/Group/GreensRelations): add definitions for Green's relations |
This PR introduces the foundational definitions for Green's relations (L, R, H, D, and J) on semigroups.
This is the first in a series of PRs aimed at formalizing Green's relations for semigroups.
[Zulip](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Formalization.20of.20Green.27s.20Relations.20for.20semigroups/with/598557876)
---
- [x] depends on: #40843
|
t-algebra
new-contributor
label:t-algebra$ |
505/0 |
Mathlib.lean,Mathlib/Algebra/Group/GreensRelations/Basic.lean |
2 |
33 |
['ReemMelamed', 'YaelDillies', 'YanYablonovskiy', 'github-actions', 'mathlib-bors', 'mathlib-dependent-issues'] |
nobody |
33-9768 1 month ago |
33-10534 33 days ago |
53-1349 53 days |
1 |
| 43680 |
Jun2M author:Jun2M |
feat(Topology): add path interiors and connectivity lemmas |
This PR is part of PR chain leading to definition of drawing of graph on topological space. This PR introduces preliminary unit interval/path results needed for the later PRs.
In particular, this PR
* Defines `Path.interior` as the image of the open parameter interval.
* Proves that path ranges and nonempty open subintervals of the unit interval are path-connected
* Adds endpoint lemmas for analyzing path interiors.
Some of the lemmas in the PR chain was initially proven with codex then manually golfed.
---
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|
t-topology |
39/0 |
Mathlib/Analysis/Convex/PathConnected.lean,Mathlib/Topology/Connected/PathConnected.lean,Mathlib/Topology/Path.lean,Mathlib/Topology/UnitInterval.lean |
4 |
3 |
['github-actions', 'mathlib-bors', 'vlad902'] |
nobody |
32-83427 1 month ago |
32-85309 32 days ago |
33-76781 33 days |
2 |
| 43702 |
theebayuser author:theebayuser |
feat(LinearAlgebra/AffineSpace): add Varignon's theorem |
Hello, this PR introduces Varignon's theorem.
Varignon's theorem states that the midpoints of the sides of a quadrilateral form a parallelogram. More precisely, `midpoint_midpoint_midpoint_rotate` states: the two diagonals of the midpoint quadrilateral have the same midpoint.
This PR was written with AI assistance (Claude Code)
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
22/2 |
Mathlib/LinearAlgebra/AffineSpace/Midpoint.lean,docs/1000.yaml |
2 |
7 |
['github-actions', 'theebayuser', 'wwylele'] |
nobody |
32-77185 1 month ago |
33-36857 33 days ago |
33-36522 33 days |
0 |
| 42313 |
deancureton author:deancureton |
feat(RingTheory): embDomain composition and range, Laurent series expansion |
Add to the Hahn series API:
- `embDomain_embDomain` (composition of domain embeddings)
- `mem_range_embDomain_iff` (range of `embDomain` is characterized by support containment)
Add to the Laurent series API:
- the expansion ring endomorphism `LaurentSeries.expand` with its monomial and `orderTop` lemmas
- follows the pattern of `Polynomial.expand`, `MvPolynomial.expand`, `PowerSeries.expand`
- its opposite `LaurentSeries.contract`, with the decomposition of a Laurent series by exponent residues mod `n` (`sum_single_mul_expand_contract`) and its uniqueness (`contract_eq_of_sum_eq`)
- `exists_ofPowerSeries_eq_of_orderTop_nonneg`
This is the first of a series of PRs formalizing Puiseux series and Puiseux's theorem (entry 41 of Freek Wiedijk's 100 theorems list). |
t-ring-theory
new-contributor
LLM-generated
|
116/0 |
Mathlib/RingTheory/HahnSeries/Basic.lean,Mathlib/RingTheory/LaurentSeries.lean |
2 |
16 |
['deancureton', 'github-actions', 'wwylele'] |
nobody |
32-70542 1 month ago |
62-49787 62 days ago |
74-53187 74 days |
0 |
| 41241 |
intgrah author:intgrah |
feat(Order/Category): cartesian closed and distributive structure on PartOrd and Preord |
Give `PartOrd` and `Preord` `CartesianMonoidalCategory`, `MonoidalClosed`, and `IsCartesianDistributive` instances.
---
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[](https://gitpod.io/from-referrer/)
|
new-contributor
t-order
|
267/0 |
Mathlib.lean,Mathlib/Order/Category/PartOrd/CartesianClosed.lean,Mathlib/Order/Category/PartOrd/Colimits.lean,Mathlib/Order/Category/PartOrd/Reflective.lean,Mathlib/Order/Category/Preord/CartesianClosed.lean,Mathlib/Order/Category/Preord/Colimits.lean,Mathlib/Order/Category/Preord/Reflective.lean,Mathlib/Tactic/Linter/DirectoryDependency.lean |
8 |
7 |
['github-actions', 'intgrah', 'thomaskwaring'] |
nobody |
32-69484 1 month ago |
34-51365 34 days ago |
105-858 105 days |
0 |
| 43108 |
tb65536 author:tb65536 |
chore(GroupTheory/Solvable): to_additivize file |
This PR to_additivizes `GroupTheory/Solvable.lean`.
---
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|
t-algebra
t-group-theory
label:t-algebra$ |
84/23 |
Mathlib/GroupTheory/Abelianization/Defs.lean,Mathlib/GroupTheory/IsPerfect.lean,Mathlib/GroupTheory/Solvable.lean |
3 |
4 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
31-73952 1 month ago |
31-76667 31 days ago |
46-2129 46 days |
0 |
| 43766 |
hawkrobe author:hawkrobe |
feat(LinearAlgebra/SymmetricAlgebra): functoriality |
---
Add `SymmetricAlgebra` functoriality (parallel to `TensorAlgebra` and `ExteriorAlgebra`)
[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
31/0 |
Mathlib/LinearAlgebra/SymmetricAlgebra/Basic.lean |
1 |
1 |
['github-actions'] |
nobody |
31-18625 1 month ago |
31-20142 31 days ago |
31-19807 31 days |
0 |
| 43767 |
hawkrobe author:hawkrobe |
feat(LinearAlgebra/SymmetricAlgebra): symmetric algebra is graded |
---
I also followed `TensorAlgebra` and `ExteriorAlgebra` here.
I used Claude to initialize the proof.
[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
55/0 |
Mathlib.lean,Mathlib/LinearAlgebra/SymmetricAlgebra/Grading.lean |
2 |
1 |
['github-actions'] |
nobody |
31-17245 1 month ago |
31-18024 31 days ago |
31-17689 31 days |
0 |
| 43781 |
vlad902 author:vlad902 |
chore(AffineSpace/Independent): remove two `backward.isDefEq.respectTransparency` |
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra
tech debt
label:t-algebra$ |
3/7 |
Mathlib/LinearAlgebra/AffineSpace/Independent.lean |
1 |
1 |
['github-actions'] |
nobody |
30-63219 1 month ago |
30-65580 30 days ago |
30-65245 30 days |
0 |
| 42363 |
ghseeli author:ghseeli |
feat(Combinatorics): card_le_card_biUnion_of_card_le_card |
This PR contributes a lemma to combinatorics, `card_le_card_biUnion_of_card_le_card`. this is a set theoretic corollary of a double counting result proved for bipartite graphs (`Finset.sum_card_bipartiteAbove_eq_sum_card_bipartiteBelow`). This result was needed for our Latin Square PR https://github.com/leanprover-community/mathlib4/pull/36698. This result was proved in less general terms in that PR, but is independent of Latin Square considerations and so we have generalized and moved it into this file.
---
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|
t-combinatorics
new-contributor
|
38/0 |
Mathlib/Combinatorics/Enumerative/DoubleCounting.lean |
1 |
16 |
['cjrl', 'github-actions', 'vlad902', 'wwylele'] |
nobody |
30-56546 1 month ago |
60-46287 60 days ago |
73-37470 73 days |
1 |
| 42487 |
bocowgill author:bocowgill |
feat(Algebra/BigOperators/Group/Finset/Powerset): add nested powersetCard identities |
This PR adds product and sum identities for nested collections of fixed-cardinality subsets. For `r ≤ k`, each `r`-element subset of a finite set `s` is contained in exactly
`Nat.choose (s.card - r) (k - r)`
of the `k`-element subsets of `s`. Thus, a sum over the `r`-element subsets of every `k`-element subset reduces to this multiplicity, times a single sum over `s.powersetCard r`. The product version is the analogous power identity.
The proof exchanges the order of the two big operators using `Finset.prod_comm'`. It then counts each fiber with `Finset.card_filter_powersetCard_subset`. The additive identities are generated with `to_additive`. The PR also provides the useful elementwise specialization `r = 1`.
**Motivation**: These results provide reusable weighted double-counting tools for finite combinatorics. They are useful in arguments about uniform set systems, incidence relations, and sums or products over fixed-cardinality subsets.
---
### LLM disclosure
For theorem planning and Lean implementation, I used OpenAI Codex substantially. I also used Codex to search Mathlib and open PRs for related results, suggest naming and documentation, iterate on the proofs, audit import dependencies, and validate the commits locally.
I personally reviewed the mathematical statements and Lean code line-by-line, including the naming and API choices. I also confirmed that I can explain each step of the proofs.
For the current revision, I ran a targeted build of `Mathlib.Algebra.BigOperators.Group.Finset.Powerset`, the style and environment linters, and `git diff --check`. I also inspected the generated additive declarations and axiom dependencies, and tested an alternative proof using explicit incidence finsets. The complete GitHub CI suite passes.
This is one of my earliest Mathlib contributions. I welcome corrections and suggestions, and I am prepared to revise the PR and learn from the review. |
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
27/0 |
Mathlib/Algebra/BigOperators/Group/Finset/Powerset.lean |
1 |
17 |
['bocowgill', 'github-actions', 'pepamontero'] |
nobody |
30-17023 1 month ago |
30-38821 30 days ago |
68-66843 68 days |
0 |
| 40782 |
tb65536 author:tb65536 |
feat(Combinatorics/SimpleGraph/Coloring/EdgeLabeling): add predicates for monochromatic subsets |
This PR adds predicates for monochromatic subsets, in preparation for Ramsey theory.
Co-authored-by: Bhavik Mehta <bhavikmehta8@gmail.com>
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|
t-combinatorics |
143/0 |
Mathlib/Combinatorics/SimpleGraph/Coloring/EdgeLabeling.lean |
1 |
28 |
['SnirBroshi', 'YaelDillies', 'b-mehta', 'github-actions', 'tb65536'] |
nobody |
29-65740 29 days ago |
29-66541 29 days ago |
106-21420 106 days |
0 |
| 43820 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Maps): dualize `Embedding.completeGraph` and `Copy.topEmbedding` |
Also `Copy.topEmbedding` doesn't need a `Copy`, it can use a `Hom`, unlike its dual `Copy.botEmbedding`.
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
115/15 |
Mathlib/Combinatorics/SimpleGraph/Clique.lean,Mathlib/Combinatorics/SimpleGraph/Copy.lean,Mathlib/Combinatorics/SimpleGraph/Maps.lean |
3 |
1 |
['github-actions'] |
nobody |
29-43682 29 days ago |
29-45880 29 days ago |
29-45545 29 days |
0 |
| 38434 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Maps): `map` lemmas about support/top/bot |
---
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|
t-combinatorics |
16/0 |
Mathlib/Combinatorics/SimpleGraph/Maps.lean |
1 |
3 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
29-36326 29 days ago |
33-68834 33 days ago |
33-69344 33 days |
0 |
| 42960 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Trails): an Eulerian walk is chordless |
---
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|
t-combinatorics |
4/0 |
Mathlib/Combinatorics/SimpleGraph/Trails.lean |
1 |
4 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
29-35367 29 days ago |
29-36140 29 days ago |
52-18917 52 days |
0 |
| 41623 |
SnirBroshi author:SnirBroshi |
feat(SimpleGraph/Trails): a walk is Eulerian iff it is a trail of length `G.edgeSet.encard` |
---
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|
t-combinatorics |
38/3 |
Mathlib/Combinatorics/SimpleGraph/Paths.lean,Mathlib/Combinatorics/SimpleGraph/Trails.lean |
2 |
3 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
29-34760 29 days ago |
29-35557 29 days ago |
91-33347 91 days |
0 |
| 41524 |
SnirBroshi author:SnirBroshi |
feat(SimpleGraph/Trails): in a preconnected Eulerian graph there exists an Eulerian circuit from any vertex |
This lets us take a circuit at a specific vertex, much like [`IsHamiltonian.exists_isHamiltonianCycle`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Combinatorics/SimpleGraph/Hamiltonian.html#SimpleGraph.IsHamiltonian.exists_isHamiltonianCycle) in Hamiltonian graphs.
---
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|
t-combinatorics |
21/0 |
Mathlib/Combinatorics/SimpleGraph/Trails.lean |
1 |
6 |
['SnirBroshi', 'github-actions', 'mathlib-merge-conflicts', 'vlad902'] |
nobody |
29-34677 29 days ago |
29-35390 29 days ago |
93-71827 93 days |
1 |
| 38499 |
SnirBroshi author:SnirBroshi |
feat(Order/Hom/Basic): `Relation.Map`/`Function.bicompl` form an order isomorphism between relations |
For injective functions `f` and `g`, `Relation.Map · f g` is an order embedding between relations.
For surjective functions `f` and `g`, `Function.bicompl · f g` is an order embedding between relations.
For bijective functions `f` and `g`, `Relation.Map · f g` and `Function.bicompl · f g` form an order isomorphism between relations.
---
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[](https://gitpod.io/from-referrer/)
|
t-order |
46/0 |
Mathlib/Order/Hom/Basic.lean |
1 |
7 |
['SnirBroshi', 'github-actions', 'mathlib-dependent-issues', 'plp127', 'wwylele'] |
nobody |
29-31361 29 days ago |
33-68838 33 days ago |
37-79507 37 days |
0 |
| 43793 |
justus-springer author:justus-springer |
doc(Algebra/Group/SelfInv): extend module docstring |
Follow-up to #42611. Explains the original motivation for this.
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|
t-algebra label:t-algebra$ |
7/0 |
Mathlib/Algebra/Group/SelfInv.lean |
1 |
8 |
['SnirBroshi', 'YaelDillies', 'eric-wieser', 'github-actions', 'justus-springer'] |
nobody |
29-26125 29 days ago |
29-75222 29 days ago |
29-84146 29 days |
0 |
| 39382 |
fpvandoorn author:fpvandoorn |
feat: add some lemmas that closures of some sets are compact |
* Also tag them with `closedness`/`compactness`.
* This can be refactored to use `RelativelyCompact` once we define that notion.
* Note: this is only equivalent to `IsBounded` in `ProperSpace`. It is equivalent to `@IsBounded _ (inCompact X) s` in a T2-space, but the latter thing is cumbersome to write.
---
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[](https://gitpod.io/from-referrer/)
|
t-topology |
67/0 |
Mathlib/Topology/MetricSpace/Bounded.lean,Mathlib/Topology/Order/Compact.lean,Mathlib/Topology/Order/OrderClosed.lean,MathlibTest/Compactness.lean |
4 |
4 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
29-16906 29 days ago |
29-18702 29 days ago |
29-44914 29 days |
0 |
| 37878 |
YaelDillies author:YaelDillies |
chore(Combinatorics/SimpleGraph): avoid structure relation predicates |
Relation predicates used to be `def`s over a `forall`, which was optimal for usability in fields of other structures. This changed in #35591 and #35192 as a byproduct of reducing apparent code duplication. Unfortunately, the usability issue was overlooked.
This PR restores usability by dropping the use of those relation classes that are `structure`s, ie `Std.Irrefl` and `Std.Transitive`.
---
- [x] depends on: #38554
I would also be happy to revert #35591 and #35192 since this demonstrates a good use case for the `def` versions of the relation predicates.
[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
111/117 |
Archive/Wiedijk100Theorems/Konigsberg.lean,Mathlib/Combinatorics/Graph/Simple.lean,Mathlib/Combinatorics/SimpleGraph/AdjMatrix.lean,Mathlib/Combinatorics/SimpleGraph/Basic.lean,Mathlib/Combinatorics/SimpleGraph/Bipartite.lean,Mathlib/Combinatorics/SimpleGraph/Clique.lean,Mathlib/Combinatorics/SimpleGraph/CompleteMultipartite.lean,Mathlib/Combinatorics/SimpleGraph/Dart.lean,Mathlib/Combinatorics/SimpleGraph/Density.lean,Mathlib/Combinatorics/SimpleGraph/Extremal/ErdosStoneSimonovits.lean,Mathlib/Combinatorics/SimpleGraph/FiveWheelLike.lean,Mathlib/Combinatorics/SimpleGraph/Hall.lean,Mathlib/Combinatorics/SimpleGraph/LineGraph.lean,Mathlib/Combinatorics/SimpleGraph/Maps.lean,Mathlib/Combinatorics/SimpleGraph/Operations.lean,Mathlib/Combinatorics/SimpleGraph/Paths.lean,Mathlib/Combinatorics/SimpleGraph/Prod.lean,Mathlib/Combinatorics/SimpleGraph/Regularity/Uniform.lean,Mathlib/Combinatorics/SimpleGraph/Subgraph.lean,Mathlib/Combinatorics/SimpleGraph/Sum.lean,Mathlib/Combinatorics/SimpleGraph/Trails.lean,Mathlib/Combinatorics/SimpleGraph/Triangle/Tripartite.lean,Mathlib/ModelTheory/Graph.lean,Mathlib/Order/Cover.lean,Mathlib/Order/RelClasses.lean |
25 |
27 |
['SnirBroshi', 'Vierkantor', 'YaelDillies', 'b-mehta', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
29-1244 29 days ago |
29-6316 29 days ago |
134-11947 134 days |
0 |
| 43841 |
tb65536 author:tb65536 |
feat(Analysis/Normed/Ring/WithAbs): more API for `AbsoluteValue.under` |
This PR adds more API for `AbsoluteValue.under`, following the analogous API for `Ideal.under`.
---
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|
t-analysis |
30/0 |
Mathlib/Analysis/Normed/Ring/WithAbs.lean |
1 |
1 |
['github-actions'] |
nobody |
28-85161 28 days ago |
28-85968 28 days ago |
28-85633 28 days |
0 |
| 43846 |
tb65536 author:tb65536 |
feat(GroupTheory/Finiteness): instances for `IsMulFG (closure s)` |
This PR adds missing instances for `IsMulFG (closure s)` that will replace the existing instances for the old finiteness definitions.
---
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|
t-algebra
t-group-theory
label:t-algebra$ |
21/25 |
Mathlib/GroupTheory/Commutator/Finite.lean,Mathlib/GroupTheory/Finiteness.lean |
2 |
1 |
['github-actions'] |
nobody |
28-62873 28 days ago |
28-62953 28 days ago |
28-62619 28 days |
0 |
| 41304 |
plp127 author:plp127 |
chore(Data/Set/Lattice): `Sort*` polymorphism |
Generalize some theorems from `Type*` to `Sort*`.
---
- [x] depends on: #39857
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|
t-order |
30/25 |
Mathlib/Data/Set/Lattice/Bounded.lean,Mathlib/Data/Set/Lattice/Indexed.lean |
2 |
6 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
28-62048 28 days ago |
28-64161 28 days ago |
28-77764 28 days |
0 |
| 43850 |
tb65536 author:tb65536 |
feat(GroupTheory/Finiteness): `IsMulFG iSup` |
This PR adds missing theorems for `IsMulFG iSup` that will replace the existing theorems for the old finiteness definitions.
---
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t-algebra
t-group-theory
label:t-algebra$ |
74/22 |
Mathlib/Algebra/Group/Submonoid/Defs.lean,Mathlib/GroupTheory/Finiteness.lean |
2 |
1 |
['github-actions'] |
nobody |
28-61624 28 days ago |
28-61675 28 days ago |
28-61342 28 days |
0 |
| 43819 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/DeleteEdges): morphisms between `deleteEdges` graphs |
Accepting two sets and a proof of `Sym2.map f ⁻¹' t ⊆ s` lets us use the morphisms with `Set.preimage` or `Set.image` or anything else that's convenient.
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|
t-combinatorics |
74/1 |
Mathlib/Combinatorics/SimpleGraph/Copy.lean,Mathlib/Combinatorics/SimpleGraph/DeleteEdges.lean |
2 |
5 |
['SnirBroshi', 'b-mehta', 'github-actions'] |
nobody |
28-22229 28 days ago |
28-22423 28 days ago |
28-66660 28 days |
2 |
| 43861 |
SnirBroshi author:SnirBroshi |
chore(Algebra/Order/Achimedean/Class): use `inferInstanceAs%` for `LinearOrder MulArchimedeanClass` |
---
The motivation is the `TODO`; I don't know if core's `inferInstanceAs` elaborator would be better here.
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|
t-algebra label:t-algebra$ |
1/2 |
Mathlib/Algebra/Order/Archimedean/Class.lean |
1 |
1 |
['github-actions'] |
nobody |
28-20792 28 days ago |
28-21602 28 days ago |
28-21267 28 days |
0 |
| 43857 |
vihdzp author:vihdzp |
feat: split `transfiniteIterate` into `sup` and `inf` versions |
We deprecate `transfiniteIterate` and create `supTransfiniteIterate` and `infTransfiniteIterate` in its place. One of them uses suprema to compute the value at limit points, and the other uses infima.
The plan is to then use both of these definitions to deprecate `OrdinalApprox.lfpApprox` and `OrdinalApprox.gfpApprox`, which are simply specializations of these.
---
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|
tech debt
t-order
|
177/139 |
Mathlib/CategoryTheory/Abelian/GrothendieckCategory/EnoughInjectives.lean,Mathlib/CategoryTheory/ObjectProperty/LimitsClosure.lean,Mathlib/CategoryTheory/Presentable/SharplyLT/Basic.lean,Mathlib/Order/TransfiniteIteration.lean |
4 |
1 |
['github-actions'] |
nobody |
27-26296 27 days ago |
28-32329 28 days ago |
28-32885 28 days |
0 |
| 43824 |
xingzhicn author:xingzhicn |
feat(Order/Submodular): define submodular functions and diminishing returns |
This PR defines submodular, supermodular, and modular functions on general lattices, and proves the diminishing returns property on finite sets.
Main definitions:
- `IsSubmodular f`: `∀ a b, f (a ⊓ b) + f (a ⊔ b) ≤ f a + f b`
- `IsSupermodular f`: `∀ a b, f a + f b ≤ f (a ⊓ b) + f (a ⊔ b)`
- `IsModular f`: `∀ a b, f (a ⊓ b) + f (a ⊔ b) = f a + f b`
Main results:
- `isModular_iff_submodular_and_supermodular`: a function is modular iff it is both submodular and supermodular.
- `IsSubmodular.add_insert_le`: diminishing returns on `Finset`: for `s ⊆ t` and `x ∉ t`, `f s + f (insert x t) ≤ f (insert x s) + f t`.
This lays the foundation for discrete convex analysis, combinatorial optimization, and matroid rank theory.
---
|
t-order
new-contributor
|
120/0 |
Mathlib.lean,Mathlib/Order/Submodular.lean |
2 |
15 |
['JX-Mo', 'github-actions', 'pepamontero', 'vlad902'] |
nobody |
26-81792 26 days ago |
29-37228 29 days ago |
29-36893 29 days |
0 |
| 43770 |
vlad902 author:vlad902 |
feat(AffineSpace/FiniteDimensional): generalize typeclasses |
A number of theorems/instances are stated at the top of the file for `DivisionRing`, but the assumption could be weakened to `Ring` with some theorems further requiring
`Nontrivial`/`StrongRankCondition`/`OrzechProperty`. Weakening to `Ring` also requires renaming some `FiniteDimensional` assumptions to `Module.Finite`.
This PR weakens moves around some theorems/instances to fit their new sections assumptions and renames some theorems/instances to match their new conclusions. No theorems are added/removed.
---
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|
t-algebra label:t-algebra$ |
164/106 |
Mathlib/LinearAlgebra/AffineSpace/FiniteDimensional.lean |
1 |
7 |
['github-actions', 'grunweg', 'leanprover-radar', 'mathlib-merge-conflicts', 'vlad902'] |
nobody |
26-74602 26 days ago |
28-21203 28 days ago |
30-80891 30 days |
0 |
| 42766 |
harahu author:harahu |
chore(Order): tidy markdown headers |
This PR:
- Ensures all files in `Mathlib/Order` have an H1 header.
- Aligns some H2 headers with the examples in the documentation style guide.
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|
t-order |
8/5 |
Mathlib/Order/Comparable.lean,Mathlib/Order/CompleteSublattice.lean,Mathlib/Order/Completion.lean,Mathlib/Order/Interval/Set/OrdConnectedLinear.lean,Mathlib/Order/Quotient.lean,Mathlib/Order/Types/Arithmetic.lean |
6 |
1 |
['Multramate', 'github-actions'] |
nobody |
26-74070 26 days ago |
61-4081 61 days ago |
61-3746 61 days |
0 |
| 42670 |
harahu author:harahu |
chore(Combinatorics): tidy markdown headers |
Ensure files in `Mathlib/Combinatorics` have one and only one H1 header, thus enforcing the style guide.
Newly created headers in this PR were authored by Claude Opus 5.
---
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|
t-combinatorics |
11/5 |
Mathlib/Combinatorics/Enumerative/Catalan/Tree.lean,Mathlib/Combinatorics/Quiver/ConnectedComponent.lean,Mathlib/Combinatorics/Quiver/Subquiver.lean,Mathlib/Combinatorics/Quiver/Symmetric.lean,Mathlib/Combinatorics/SimpleGraph/Cayley.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Connected.lean |
6 |
1 |
['Multramate', 'github-actions'] |
nobody |
26-74016 26 days ago |
63-14690 63 days ago |
63-15918 63 days |
0 |
| 27050 |
BoltonBailey author:BoltonBailey |
doc(Control/Monad/Cont): add docstrings |
Split of #25917. This PR adds docstrings to this file.
This documentation was written by a few versions of Claude (Claude 3.5 Sonnet and Fable 5) , with human supervision.
---
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|
t-data
LLM-generated
tech debt
|
64/22 |
Mathlib/Control/Monad/Cont.lean,scripts/nolints.json |
2 |
10 |
['BoltonBailey', 'eric-wieser', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
26-55119 26 days ago |
26-58664 26 days ago |
27-56370 27 days |
0 |
| 35881 |
astrainfinita author:astrainfinita |
chore: do not use `inf` `sup` in `LinearOrder` lemmas |
`max` and `sup` have been unified into the same function. It is no longer necessary to create lemmas about `sup` for `LinearOrder`.
This PR moves `max` lemmas to an earlier file to ensure that files importing deprecated `sup` lemmas can use them.
---
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|
t-order |
71/62 |
Mathlib/Algebra/Order/CauSeq/Basic.lean,Mathlib/Algebra/Order/Group/PosPart.lean,Mathlib/Algebra/Order/Group/Unbundled/Abs.lean,Mathlib/AlgebraicGeometry/OrderOfVanishing.lean,Mathlib/Analysis/Analytic/Basic.lean,Mathlib/Analysis/Analytic/ConvergenceRadius.lean,Mathlib/Analysis/CStarAlgebra/Basic.lean,Mathlib/Analysis/Complex/OpenMapping.lean,Mathlib/Analysis/Complex/UpperHalfPlane/ProperAction.lean,Mathlib/Analysis/Normed/Group/Seminorm.lean,Mathlib/Analysis/Normed/Module/Seminorm/Basic.lean,Mathlib/Data/Finset/Lattice/Fold.lean,Mathlib/Data/Nat/Factorization/LCM.lean,Mathlib/MeasureTheory/Measure/PreVariation.lean,Mathlib/MeasureTheory/Measure/Stieltjes.lean,Mathlib/MeasureTheory/PiSystem.lean,Mathlib/NumberTheory/AbelSummation.lean,Mathlib/NumberTheory/LSeries/PrimesInAP.lean,Mathlib/NumberTheory/ModularForms/EisensteinSeries/Summable.lean,Mathlib/NumberTheory/Ostrowski.lean,Mathlib/Order/BoundedOrder/Lattice.lean,Mathlib/Order/BourbakiWitt.lean,Mathlib/Order/Filter/ENNReal.lean,Mathlib/Order/Heyting/Basic.lean,Mathlib/Order/Interval/Set/LinearOrder.lean,Mathlib/Order/Lattice.lean,Mathlib/Probability/Moments/Basic.lean,Mathlib/Probability/Moments/IntegrableExpMul.lean,Mathlib/Probability/Process/LocalProperty.lean,Mathlib/RingTheory/MvPolynomial/MonomialOrder.lean,Mathlib/RingTheory/MvPowerSeries/GaussNorm.lean,Mathlib/RingTheory/Polynomial/HilbertPoly.lean,Mathlib/RingTheory/PowerSeries/WeierstrassPreparation.lean,Mathlib/RingTheory/Valuation/Basic.lean,Mathlib/Topology/MetricSpace/Algebra.lean,Mathlib/Topology/MetricSpace/BundledFun.lean,Mathlib/Topology/MetricSpace/Infsep.lean,Mathlib/Topology/Semicontinuity/Basic.lean,Mathlib/Topology/Sion.lean |
39 |
5 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
26-9217 26 days ago |
26-12910 26 days ago |
26-13392 26 days |
0 |
| 42380 |
matt-w-horn author:matt-w-horn |
feat(Algebra/Ring): add sum_range_id_mul_geometric_add |
Over a `CommRing`: `∑ k < m, k * (x ^ k * (1 - x)) + m * x ^ m = ∑ k ∈ Icc 1 m, x ^ k`. Summation by parts for the geometric sum; it computes the mean of a censored geometric distribution, which #42381 adds.
Used in Overload, a library on retry and overload dynamics, where it's stated over `ℝ` with a side condition that turns out to be unnecessary: https://github.com/matt-w-horn/overload/blob/4ecbebf/Overload/Retry/Amplification.lean
Claude Fable wrote the Lean from a spec I gave it. I reviewed and tested it myself, including adversarial tests and the suites in the library above, and did the same for its dependencies.
Assisted-by: Claude Fable 5 |
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
14/0 |
Mathlib/Algebra/Ring/GeomSum.lean |
1 |
4 |
['github-actions', 'matt-w-horn'] |
nobody |
25-67545 25 days ago |
62-56569 62 days ago |
62-56234 62 days |
0 |
| 43902 |
seewoo5 author:seewoo5 |
feat(Trigonometric): define coth and prove basic properties |
---
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Define `Complex.coth`, `Real.coth` and prove basic theorems (almost same as those of `tanh`). I found that there's `cot` but no `coth` yet.
[](https://gitpod.io/from-referrer/)
|
t-analysis |
37/0 |
Mathlib/Analysis/Complex/Trigonometric.lean |
1 |
8 |
['SnirBroshi', 'github-actions', 'luigi-massacci', 'seewoo5'] |
nobody |
25-17518 25 days ago |
26-24050 26 days ago |
26-61498 26 days |
0 |
| 43958 |
kebekus author:kebekus |
feat: simplify computations in complex analysis by extracting frequently-used lemmas |
Simplify several computations in complex analysis by extracting lemmas that are used more than once. At present, the gain is real but modest. It will become more visible as more computations are added.
---
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[](https://gitpod.io/from-referrer/)
|
t-analysis
LLM-generated
|
57/56 |
Mathlib/Analysis/Complex/JensenFormula.lean,Mathlib/Analysis/Complex/Trigonometric.lean,Mathlib/Analysis/SpecialFunctions/Complex/CircleMap.lean,Mathlib/Analysis/SpecialFunctions/Integrals/PosLog.lean |
4 |
1 |
['github-actions'] |
nobody |
25-13611 25 days ago |
25-13611 25 days ago |
25-13276 25 days |
0 |
| 43957 |
thomaskwaring author:thomaskwaring |
feat(Order/Hom): congruence of order homs by order isos |
Order isomorphisms between domains and codomains induce equivalences between types of order homomorphisms: `{Sup/Inf/Lattice/SupBot/InfTop/BoundedLattice/sSup/sInf/Frame/CompleteLattice}Hom`.
[](https://gitpod.io/from-referrer/)
|
t-order |
78/0 |
Mathlib/Order/Hom/BoundedLattice.lean,Mathlib/Order/Hom/CompleteLattice.lean,Mathlib/Order/Hom/Lattice.lean |
3 |
1 |
['github-actions'] |
nobody |
25-13548 25 days ago |
25-18232 25 days ago |
25-17924 25 days |
1 |
| 43963 |
vihdzp author:vihdzp |
chore(Topology/CantorBendixson): minor cleanup |
`CantorBendixson` is not a type, and the names in this file shouldn't clash with anything else, so we un-namespace the material in this file.
We also rewrap some lines and perform minor golfs.
---
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I haven't added deprecations since the material here is quite new, but I can add them if they're nevertheless wanted.
[](https://gitpod.io/from-referrer/)
|
t-topology |
18/38 |
Mathlib/Topology/CantorBendixson.lean |
1 |
1 |
['github-actions'] |
nobody |
25-6569 25 days ago |
25-7835 25 days ago |
25-7586 25 days |
0 |
| 42833 |
YaelDillies author:YaelDillies |
feat(Combinatorics/SimpleGraph/Connectivity): efficient decidability instances |
Currently, the `DecidableRel G.Reachable` instance provided by mathlib works by enumerating *all* walks from `u` to `v` of length less than `Fintype.card V`, which takes time exponential in the number of vertices. Currently also, the `Decidable G.Preconnected` and `Decidable G.Connected` instances build on the `DecidableRel G.Reachable` one and suffer from the same exponential slowdown.
This PR reworks those instances to use breadth-first search, which is polynomial in the number of vertices. Since the BFS doesn't depend on the starting vertex, we wrap it in `Trunc` to cut down an unnecessary factor of `Fintype.card V` (this makes a difference only if the graph is NOT preconnected).
This showed up in FormalConjectures because a contributor used `decide +native` to prove that some concrete graph on 11 vertices was connected. Their proof timed out while I was bumping the repo to v4.30.
Also make `G` implicit in a bunch of non-rewriting lemmas.
From FormalConjectures
Generated by Claude Opus following my idea, largely rewritten manually afterwards.
Assisted-by: Claude Opus 4.8
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics
LLM-generated
|
343/31 |
Mathlib/Combinatorics/SimpleGraph/Connectivity/Finite.lean,Mathlib/Combinatorics/SimpleGraph/Tutte.lean,Mathlib/Data/Fintype/Basic.lean,Mathlib/Data/List/Nodup.lean,MathlibTest/SimpleGraph.lean |
5 |
9 |
['SnirBroshi', 'YaelDillies', 'b-mehta', 'github-actions'] |
nobody |
24-84582 24 days ago |
25-3066 25 days ago |
27-19616 27 days |
0 |
| 43901 |
vlad902 author:vlad902 |
feat(AffineSpace): characterize affine subspaces of dimension 0 and 1 |
---
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[](https://gitpod.io/from-referrer/)
|
t-convex-geometry |
94/10 |
Mathlib/Algebra/Order/Monoid/Unbundled/WithTop.lean,Mathlib/LinearAlgebra/AffineSpace/Dimension.lean,Mathlib/Order/WithBot.lean |
3 |
2 |
['github-actions', 'vlad902'] |
nobody |
24-75523 24 days ago |
26-32534 26 days ago |
26-37510 26 days |
0 |
| 42188 |
arcaputo3 author:arcaputo3 |
feat(Combinatorics/SimpleGraph): the line graph signature identity |
For a finite simple graph `G` with `n` vertices and `m` edges, we prove the classical identity
`s(A(L(G))) = n - m + p - q`
where `s` is the signature of the (real) adjacency matrix of the line graph `L(G)`, and `(p, q)` are the numbers of positive/negative eigenvalues of `Q(G) - 2•1`, with `Q(G) = D(G) + A(G)` the signless Laplacian, all counted with multiplicity.
The proof is the Gram-pairing argument: the `V × E(G)` incidence matrix `B` satisfies `Bᵀ * B = A(L(G)) + 2•1` and `B * Bᵀ = Q(G)`, and the two products have equal nonzero spectra by `Matrix.charpoly_mul_comm'`. Eigenvalue counts are transported along the resulting root-multiset identity.
New declarations:
- `Mathlib/Analysis/Matrix/Inertia.lean`: the inertia indices `Matrix.IsHermitian.posInertia` / `negInertia` / `signature` of a real symmetric matrix, and `Matrix.IsHermitian.charpoly_add_smul_one` / `roots_charpoly_add_smul_one` (the characteristic polynomial of `A + c • 1` splits over the shifted eigenvalues).
- `Mathlib/Combinatorics/SimpleGraph/LineGraphSignature.lean`: `SimpleGraph.signlessLapMatrix`, `SimpleGraph.edgeIncMatrix` (the `V × E(G)`-indexed incidence matrix) together with the two Gram identities above (stated over an arbitrary (non-assoc) semiring), a `DecidableRel` instance for `lineGraph.Adj`, and the main theorem `SimpleGraph.signature_adjMatrix_lineGraph`.
---
**AI disclosure** (per the mathlib policy on AI-assisted contributions): this PR was formalized end-to-end with Claude Code (Anthropic model Claude Fable 5). The choice of statement and the decision to contribute are mine; the Lean proofs were authored by the tool and verified by compilation. `#print axioms SimpleGraph.signature_adjMatrix_lineGraph` reports `[propext, Classical.choice, Quot.sound]`.
Notes for reviewers:
- `signlessLapMatrix` could alternatively live in `Mathlib/Combinatorics/SimpleGraph/LapMatrix.lean`, and the `DecidableRel G.lineGraph.Adj` instance in `LineGraph.lean`; happy to move them.
- The inertia API is deliberately minimal (what the main theorem needs); extensions (e.g. rank/inertia relations, congruence invariance / Sylvester's law) would be natural follow-ups.
- I do not yet have push access to non-master mathlib branches, so this PR comes from a fork; happy to move the branch onto the main repository once access is granted.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
new-contributor
LLM-generated
t-combinatorics
|
326/0 |
Mathlib.lean,Mathlib/Analysis/Matrix/Inertia.lean,Mathlib/Combinatorics/SimpleGraph/LineGraphSignature.lean |
3 |
2 |
['github-actions'] |
nobody |
24-48378 24 days ago |
77-84393 77 days ago |
77-84058 77 days |
0 |
| 43216 |
JadAbouHawili author:JadAbouHawili |
feat(Combinatorics/SimpleGraph/Clique): independence number is zero iff the graph has no vertices |
---
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[](https://gitpod.io/from-referrer/)
|
new-contributor
t-combinatorics
|
46/3 |
Mathlib/Combinatorics/SimpleGraph/Clique.lean |
1 |
45 |
['JadAbouHawili', 'SnirBroshi', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
24-48318 24 days ago |
38-73855 38 days ago |
42-49710 42 days |
0 |
| 42971 |
ashebson author:ashebson |
fix(ProfiniteGrp): simplify explicit limit projections |
The naturality proof for `ProfiniteCompletion.lift` previously needed a brittle pointwise `change`. The underlying problem was that simplification crossed several semireducible diagram/forgetful-functor boundaries at once, producing terms that are definitionally equal but no longer type-correct at implicit transparency.
This PR:
- makes the two finite-quotient diagram composites reducible abbreviations;
- states `quotientMap` using the diagram object types and maps it through the existing `FiniteGrp ⥤ ProfiniteGrp` forgetful functor;
- adds a pointwise rewrite lemma for an explicit limit projection followed by a mapped finite-group morphism (with its additive counterpart); and
- rewrites `ProfiniteCompletion.lift` naturality through that API while keeping the limit point bundled, removing the problematic pointwise `change`.
--------
## AI disclosure
AI (OpenAI Codex) was used extensively for this PR. It was used to:
- investigate the original TODO and reproduce why `dsimp` failed;
- explore and discard several possible fixes;
- identify the semireducible diagram/forgetful-functor boundaries involved;
- design and implement the final `ProfiniteGrp` API simplification and `ProfiniteCompletion.lift` proof changes;
- run the relevant Lean builds and direct compilation checks; and
- draft the commit message and PR description.
The final changes were reviewed through the resulting diff and verified locally.
|
t-topology
new-contributor
LLM-generated
|
29/12 |
Mathlib/Topology/Algebra/Category/ProfiniteGrp/Basic.lean,Mathlib/Topology/Algebra/Category/ProfiniteGrp/Completion.lean,Mathlib/Topology/Algebra/Category/ProfiniteGrp/Limits.lean |
3 |
9 |
['ashebson', 'github-actions', 'grunweg', 'mathlib-bors', 'mathlib-merge-conflicts'] |
nobody |
24-22278 24 days ago |
24-23500 24 days ago |
37-68352 37 days |
0 |
| 43985 |
kebekus author:kebekus |
feat: API for working with canonical factors |
To prepare for upcoming work in Value Distribution Theory, add three elementary lemmas on canonical factors and their derivatives.
This material is used in [Project VD](https://github.com/kebekus/ProjectVD), formalizing Value Distribution Theory for meromorphic functions on the complex plane. Claude Code was used to create this PR.
---
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[](https://gitpod.io/from-referrer/)
|
t-analysis
LLM-generated
|
86/0 |
Mathlib/Analysis/Complex/CanonicalDecomposition.lean |
1 |
1 |
['github-actions'] |
nobody |
24-15745 24 days ago |
24-15745 24 days ago |
24-15410 24 days |
0 |
| 42136 |
mitchell-horner author:mitchell-horner |
feat(Combinatorics/SimpleGraph): API for `labelledCopyCount` |
Add API for `SimpleGraph.labelledCopyCount`.
---
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below the `---`, and placed outside this HTML comment, or else they
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-->
[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
63/1 |
Mathlib/Combinatorics/SimpleGraph/Copy.lean |
1 |
1 |
['github-actions'] |
nobody |
24-13625 24 days ago |
79-4656 79 days ago |
79-4321 79 days |
1 |
| 42137 |
mitchell-horner author:mitchell-horner |
feat(Combinatorics/SimpleGraph): bounds for `extremalNumber` and `turanDensity` |
Add bounds for `extremalNumber` and `turanDensity`.
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
35/0 |
Mathlib/Combinatorics/SimpleGraph/Extremal/Basic.lean,Mathlib/Combinatorics/SimpleGraph/Extremal/TuranDensity.lean |
2 |
7 |
['SnirBroshi', 'b-mehta', 'github-actions', 'mitchell-horner'] |
nobody |
24-13028 24 days ago |
46-9490 46 days ago |
79-3350 79 days |
1 |
| 43886 |
gabriel-turinici author:gabriel-turinici |
feat(Analysis/Asymptotics): add Filter.Tendsto.weighted_cesaro_smul |
Adds `Filter.Tendsto.weighted_cesaro_smul`, a weighted (Toeplitz-type) generalization of `Filter.Tendsto.cesaro_smul`: if `S k → L` and `w k ≥ 0` has divergent partial sums, the weighted running average of `S` w.r.t. `w` also tends to `L`. Recovers `cesaro_smul` as the `w ≡ 1` case. Also adds `weighted_cesaro`, the real-valued convenience wrapper mirroring `cesaro`.
This is a small building block toward a planned follow-up PR formalizing Kronecker's lemma, at its turn needed in some stochastic analysis setting.
---
**AI disclosure**: this proof was developed using formatting assistance, library search and code corrections from Claude Code (Claude Sonnet 5) and a personal LLM automation. Alternative, shorter, proofs can be obtained with `IsLittleO`-style but that style seems too recent for me now.
[](https://gitpod.io/from-referrer/) |
t-analysis
new-contributor
LLM-generated
|
81/0 |
Mathlib/Analysis/Asymptotics/SpecificAsymptotics.lean |
1 |
2 |
['github-actions'] |
nobody |
24-1587 24 days ago |
27-56966 27 days ago |
27-56631 27 days |
0 |
| 34078 |
joneugster author:joneugster |
feat(scripts/autolabel): add more label dependencies |
Add more label dependencies.
---
- [x] depends on: #34948
- [x] depends on: #34949
- [x] depends on: #34066
- [x] depends on: #34079
- [x] depends on: #34677
- [x] depends on: #34678
- [x] depends on: #34952
- [x] depends on: #36242
[](https://gitpod.io/from-referrer/)
|
CI |
31/11 |
scripts/autolabel.lean |
1 |
4 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
23-79572 23 days ago |
56-54386 56 days ago |
56-54336 56 days |
0 |
| 44005 |
seewoo5 author:seewoo5 |
feat(MonotoneConvergence): strict versions of `ge_of_tendsto` |
---
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Strict versions of `Monotone.ge_of_tendsto` and similar theorems: `StrictMono.gt_of_tendsto`, `StrictMono.lt_of_tendsto`, `StrictAnti.lt_of_tendsto`, `StrictAnti.gt_of_tendsto`. These require extra hypothesis such as `NoMaxOrder β` or `NoMinOrder β`. Claude is used to find the hypothesis and write initial proofs.
Context: In Sphere packing project, there is an inequality of the form $f(t) < L$ for a strictly decreasing function $f$ on $(0, \infty)$ with $\lim_{t \to 0^+} f(t) = L$. Currently, this is proved by $f(t) < f(t/2) \le L$, where the last step uses `ge_of_tendsto`. With new theorems in this PR, we don't need to consider $f(t/2)$ anymore (by using `StrictAnti.gt_of_tendsto`).
[](https://gitpod.io/from-referrer/)
|
t-topology
LLM-generated
sphere-packing
|
28/0 |
Mathlib/Topology/Order/MonotoneConvergence.lean |
1 |
1 |
['github-actions'] |
nobody |
23-78982 23 days ago |
23-81624 23 days ago |
23-81289 23 days |
0 |
| 29744 |
espottesmith author:espottesmith |
feat(Combinatorics): define directed hypergraphs |
This PR defines directed hypergraphs:
```
@[ext]
structure DiHypergraph (α : Type*) where
/-- The vertex set -/
vertexSet : Set α
/-- The edge set -/
edgeSet : Set ((Set α) × (Set α))
/-- Each edge is a pair (s, d), where s ⊆ vertexSet and d ⊆ vertexSet -/
edge_src_dst_isSubset_vertexSet' : ∀ ⦃e⦄, e ∈ edgeSet → e.1 ⊆ vertexSet ∧ e.2 ⊆ vertexSet
```
Additional definitions:
- tail/head stars and negative/positive stars
- some special cases (B-Graph, F-Graph, BF-Graph, and what I'm calling a "non-endless" dihypergraph, where neither the source/tail nor the destination/head are empty)
- Vertex and (hyper)edge adjacency
- isolated vertices
- empty and nonempty dihypergraphs
The design employed here is based off of #28613, but this PR does not depend on that one.
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics
new-contributor
|
290/0 |
Mathlib.lean,Mathlib/Combinatorics/DiHypergraph/Basic.lean |
2 |
12 |
['SnirBroshi', 'b-mehta', 'espottesmith', 'github-actions', 'mathlib4-merge-conflict-bot', 'pimotte'] |
nobody |
23-72905 23 days ago |
114-81127 114 days ago |
251-84540 251 days |
1 |
| 43780 |
SashaIr author:SashaIr |
feat: q-analogs |
An implementation of q-analogs, q-binomials, and counting results.
---
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[](https://gitpod.io/from-referrer/)
|
new-contributor
t-combinatorics
|
965/0 |
Mathlib.lean,Mathlib/Combinatorics/QAnalog/Basic.lean,Mathlib/Combinatorics/QAnalog/Binomial.lean,Mathlib/Combinatorics/QAnalog/Counting.lean,Mathlib/Combinatorics/QAnalog/Subspace.lean |
5 |
7 |
['SashaIr', 'SnirBroshi', 'b-mehta', 'github-actions'] |
nobody |
23-63648 23 days ago |
30-61618 30 days ago |
30-61639 30 days |
0 |
| 38334 |
8e7 author:8e7 |
feat(Combinatorics/SimpleGraph/TreeDecomp): define tree decompositions |
Add definition for tree decompositions on simple graphs. Define the tree width of a simple graph and prove basic statements and conversions.
```lean
structure TreeDecomp (G : SimpleGraph V) (W : Type) where
/-- The set of vertices in each bag. -/
bag : W → Finset V
/-- The graph adjacency relation of bags. -/
tree : SimpleGraph W
/-- T must be a tree. -/
isTree : IsTree tree
/-- All vertices in G must appear in some bag. -/
vertexCover : ∀ v : V, ∃ w : W, v ∈ bag w
/-- For any edge (u, v) in G, there is a bag containing both u and v. -/
edgeCover ⦃u v : V⦄ : G.Adj u v → ∃ w : W, u ∈ bag w ∧ v ∈ bag w
/-- For any vertex v in G, the set of bags that contain v is preconnected. -/
connectedBags : ∀ v : V, (tree.induce ({w | v ∈ bag w})).Preconnected
```
AI Usage: Some proofs are written with the help of Claude Code, and everything has been manually reviewed.
---
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- [x] depends on: #38027
[](https://gitpod.io/from-referrer/)
|
new-contributor
t-combinatorics
LLM-generated
|
395/0 |
Mathlib.lean,Mathlib/Combinatorics/SimpleGraph/TreeDecomp.lean |
2 |
42 |
['8e7', 'SnirBroshi', 'YaelDillies', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
23-45689 23 days ago |
80-33727 80 days ago |
104-16727 104 days |
1 |
| 44027 |
kim-em author:kim-em |
chore(RingTheory/Unramified/LocalRing): explain the backward.inferInstanceAs.wrap.data option |
This PR adds a comment explaining why `FormallyUnramified.isField_quotient_map_maximalIdeal` needs `set_option backward.inferInstanceAs.wrap.data false`, and that the option can be removed once https://github.com/leanprover/lean4/issues/13408 (Kernel error for `inferInstanceAs` with let declarations) is fixed. A fix is proposed in https://github.com/leanprover/lean4/pull/15245.
🤖 Prepared with Claude Code |
t-ring-theory |
3/0 |
Mathlib/RingTheory/Unramified/LocalRing.lean |
1 |
1 |
['github-actions'] |
nobody |
23-27136 23 days ago |
23-28503 23 days ago |
23-28168 23 days |
0 |
| 44026 |
kim-em author:kim-em |
chore: remove backward.privateInPublic in category theory, topology and analysis |
This PR removes the `backward.privateInPublic` option in 6 files across category theory, topology and analysis. In each case a private definition appeared in the statement of a public declaration, so it was already part of the public interface in all but name. The fix is to drop `private` from those definitions (and from the auxiliary definitions their bodies depend on in exposed sections), adding docstrings where they were missing. In `Analysis/InnerProductSpace/OfNorm` the auxiliary inner product `inner_` moves into the `InnerProductSpaceable` namespace rather than becoming a root-level name; the public lemmas `inner_.norm_sq`, `inner_.conj_symm` and `Continuous.inner_` already carried its name. In `Topology/Category/Compactum` the helper `cl` gets a mathematical docstring, and the two lemmas about it that are only used in proofs stay private.
Files where a private *lemma* appeared in a public statement, and the files with file-wide `public section` restructuring, are handled in #44032. Names are otherwise kept as they were; suggestions for better names are welcome but are not needed for this PR.
🤖 Prepared with Claude Code |
tech debt |
19/63 |
Mathlib/Analysis/InnerProductSpace/OfNorm.lean,Mathlib/CategoryTheory/Monoidal/Internal/FunctorCategory.lean,Mathlib/FieldTheory/Galois/Profinite.lean,Mathlib/Topology/Category/Compactum.lean,Mathlib/Topology/Category/TopCat/Limits/Konig.lean,Mathlib/Topology/MetricSpace/GromovHausdorff.lean |
6 |
1 |
['github-actions'] |
nobody |
23-15080 23 days ago |
23-29812 23 days ago |
23-29477 23 days |
0 |
| 44024 |
kim-em author:kim-em |
chore: remove backward.privateInPublic in algebra, combinatorics and number theory |
This PR removes the `backward.privateInPublic` option in 9 files across algebra, combinatorics, number theory, order theory and set theory. In each case a private definition appeared in the statement of a public declaration, so it was already part of the public interface in all but name. The fix is to drop `private` from those definitions, adding docstrings where they were missing. In `Algebra/EuclideanDomain/Basic` the opposite direction is cleaner: the only consumer `xgcdAux_P` becomes private as well, matching the existing setup in `Data/Int/GCD`. In `Combinatorics/SetFamily/FourFunctions` the definition becomes `Finset.collapse` rather than a root-level name. In `Combinatorics/SetFamily/KruskalKatona` the predicate is marked `@[expose]`, since the file's `public section` is not exposed and the `DecidableRel` instance needs to unfold it.
Files where a private *lemma* appeared in a public statement are handled by wrapping the use site instead, in #44032. Names are kept as they were (for example `Pell.d`); suggestions for better names are welcome but are not needed for this PR.
🤖 Prepared with Claude Code |
tech debt |
14/107 |
Mathlib/Algebra/EuclideanDomain/Basic.lean,Mathlib/Algebra/FreeAlgebra.lean,Mathlib/Combinatorics/SetFamily/FourFunctions.lean,Mathlib/Combinatorics/SetFamily/KruskalKatona.lean,Mathlib/Combinatorics/SimpleGraph/Regularity/Increment.lean,Mathlib/GroupTheory/FreeGroup/NielsenSchreier.lean,Mathlib/NumberTheory/PellMatiyasevic.lean,Mathlib/RingTheory/GradedAlgebra/HomogeneousLocalization.lean,Mathlib/SetTheory/Ordinal/Notation.lean |
9 |
2 |
['github-actions', 'grunweg'] |
nobody |
23-13418 23 days ago |
23-13466 23 days ago |
23-18040 23 days |
0 |
| 44031 |
kim-em author:kim-em |
chore: apply mergeWithGrind suggestions from the weekly linting report |
This PR applies the `linter.tacticAnalysis.mergeWithGrind` suggestions from the weekly linting report of 2026-09-21 (https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Weekly.20linting.20log/near/625644995): in each flagged proof the tactic preceding a terminal `grind` call is redundant and is removed. In `Combinatorics/SimpleGraph/Acyclic.lean` this also restores the original proof recorded in an adaptation note, which now works again.
Three of the 22 suggestions were false positives and are not applied: under `all_goals tac; grind` the linter only tests the first goal, and the other goals still need `tac` (`Combinatorics/SimpleGraph/Extremal/Turan.lean` and two lemmas in `Analysis/SpecialFunctions/Log/Basic.lean`).
🤖 Prepared with Claude Code |
tech debt |
10/46 |
Mathlib/Algebra/QuadraticAlgebra/Discriminant.lean,Mathlib/Algebra/Star/NonUnitalSubalgebra.lean,Mathlib/AlgebraicTopology/SimplexCategory/ToMkOne.lean,Mathlib/AlgebraicTopology/SimplicialObject/ChainHomotopy.lean,Mathlib/Analysis/Calculus/Taylor.lean,Mathlib/Analysis/SpecialFunctions/Integrability/Basic.lean,Mathlib/Combinatorics/SimpleGraph/Acyclic.lean,Mathlib/Combinatorics/SimpleGraph/Maps.lean,Mathlib/Combinatorics/SimpleGraph/Tutte.lean,Mathlib/Data/List/Nodup.lean,Mathlib/Data/Multiset/Find.lean,Mathlib/MeasureTheory/VectorMeasure/IntegrationByParts.lean,Mathlib/NumberTheory/FundamentalDiscriminant.lean,Mathlib/NumberTheory/Height/EllipticCurve.lean,Mathlib/NumberTheory/LucasLehmer.lean,Mathlib/Topology/Instances/AddCircle/Defs.lean |
16 |
3 |
['github-actions', 'grunweg', 'leanprover-radar'] |
nobody |
23-11876 23 days ago |
23-15365 23 days ago |
23-15330 23 days |
0 |
| 43953 |
hasjack author:hasjack |
feat(Combinatorics/SimpleGraph/LapMatrix): bound Laplacian eigenvalues by `|V|` |
Prove that every Laplacian eigenvalue of a finite simple graph is at most
the number of vertices, via comparison of the Rayleigh quotient with the
complete graph. Also record the underlying quadratic-form bound
`xᵀ L x ≤ |V| · ‖x‖²`.
---
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[](https://gitpod.io/from-referrer/)
Adds `dotProduct_mulVec_lapMatrix_le_card` and `eigenvalues_lapMatrix_le_card`
in `LapMatrix.lean` only. The claim is the uniform bound `λ ≤ |V|` for every
indexed eigenvalue; it does not assert `|V| ∈ spectrum` for every graph.
Searched existing LapMatrix API (PSD, `zero_mem_spectrum_lapMatrix`,
`lapMatrix_top`) and did not find a card upper bound under another name.
Happy to rename if a preferred lemma already exists. |
new-contributor
t-combinatorics
LLM-generated
|
37/1 |
Mathlib/Combinatorics/SimpleGraph/LapMatrix.lean,Mathlib/Data/Matrix/Mul.lean |
2 |
61 |
['Parcly-Taxel', 'SnirBroshi', 'github-actions', 'hasjack'] |
nobody |
23-3601 23 days ago |
23-50620 23 days ago |
25-44421 25 days |
0 |
| 43434 |
Parcly-Taxel author:Parcly-Taxel |
refactor: remove `set_option` in `ZagierTwoSquares` |
I refactor one of my very first non-porting contributions to mathlib by changing `zagierSet` to a structure `Zagier.Triple` and rewriting the whole proof to avoid `set_option`s. This required changing the type of `card_fixedPoints_modEq` to accept just `α → α` rather than `Function.End α`.
No deprecations are added since this a leaf file in Archive. |
t-number-theory
tech debt
t-group-theory
|
112/169 |
Archive/ZagierTwoSquares.lean,Mathlib/GroupTheory/Perm/Cycle/Type.lean |
2 |
3 |
['Parcly-Taxel', 'github-actions', 'jcommelin'] |
nobody |
23-2251 23 days ago |
36-25466 36 days ago |
40-2580 40 days |
0 |
| 41947 |
hawkrobe author:hawkrobe |
feat(Order/Antisymmetrization): comparable minimal elements are equivalent |
a minimal element is antisymmetrically equivalent to every comparable element satisfying the predicate, so two comparable minimal elements are equivalent in a preorder and equal in a partial order (Mathlib has the partial-order form `Minimal.eq_of_ge` but not the preorder form.)
---
[](https://gitpod.io/from-referrer/) |
new-contributor
t-order
|
25/4 |
Mathlib/Logic/Relation.lean,Mathlib/Order/Antisymmetrization.lean,Mathlib/Order/Bounds/Basic.lean |
3 |
3 |
['github-actions', 'hawkrobe'] |
nobody |
22-79264 22 days ago |
86-36912 86 days ago |
86-36577 86 days |
0 |
| 43187 |
gaetanserre author:gaetanserre |
chore: tag some measurability lemmas with `fun_prop` |
Tag some measurability lemma with `fun_prop`. These lemmas were not tagged most likely because one of the subgoals was of the form `MeasurableSet ...`. However, tagging them and using `fun_prop (disch := measurability)` can close goals that require these lemmas.
---
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|
|
3/0 |
Mathlib/MeasureTheory/MeasurableSpace/Basic.lean,Mathlib/MeasureTheory/MeasurableSpace/Constructions.lean,Mathlib/Probability/Kernel/Defs.lean |
3 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
22-75266 22 days ago |
22-77316 22 days ago |
46-67806 46 days |
0 |
| 41484 |
FernandoChu author:FernandoChu |
feat(CategoryTheory): kan extensions from isos |
This PR constructs lifts out of isomorphisms of 1-cells, and shows that being (abs) Kan is preserved by this. This is done for all four notions of left/right lifts/extensions.
This is needed for the oo-cosmos project.
----
**AI disclosure**. Claude was used in defining the API for the left extension case. After manually fixing its bad proofs/definitions/docstrings, Claude was later asked to replicate this for the other three cases, which I again finetuned. |
t-category-theory
LLM-generated
large-import
maintainer-merge
tech debt
|
413/79 |
Mathlib/CategoryTheory/Bicategory/Extension.lean,Mathlib/CategoryTheory/Bicategory/Kan/IsKan.lean |
2 |
24 |
['FernandoChu', 'github-actions', 'grunweg', 'robin-carlier'] |
nobody |
22-45687 22 days ago |
44-3483 44 days ago |
96-9432 96 days |
1 |
| 43785 |
kim-em author:kim-em |
chore: point Order/Atoms deprecations at the right replacements |
This PR corrects the replacement named by three deprecations in `Mathlib/Order/Atoms.lean`. `IsStronglyCoatomic.of_wellFounded_gt`, `isAtomic_of_orderBot_wellFounded_lt` and `isCoatomic_of_orderTop_gt_wellFounded` all named `instIsStronglyAtomicOfWellFoundedLT`, which is neither coatomic nor the `IsAtomic`/`IsCoatomic` instance a user of those lemmas wants; they now name `instIsStronglyCoatomicOfWellFoundedGT`, `IsStronglyAtomic.isAtomic` and `IsStronglyCoatomic.toIsCoatomic`.
A Lean nightly has grown a check comparing the type of a deprecated declaration against its replacement, which is how these surfaced.
🤖 Prepared with Claude Code
https://claude.ai/code/session_01FEhDfMiCzEAX4QJdrALfQC |
t-order |
3/3 |
Mathlib/Order/Atoms.lean |
1 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
22-42111 22 days ago |
22-46467 22 days ago |
24-64370 24 days |
0 |
| 41823 |
tb65536 author:tb65536 |
feat(Combinatorics/Design/Defs): definitions of combinatorial designs |
This PR adds the definitions of combinatorial designs.
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|
t-combinatorics |
141/0 |
Mathlib.lean,Mathlib/Combinatorics/Design/Defs.lean |
2 |
1 |
['Parcly-Taxel', 'github-actions'] |
nobody |
22-41337 22 days ago |
89-60676 89 days ago |
89-60342 89 days |
1 |
| 41541 |
felixpernegger author:felixpernegger |
chore: prefer `classical` over `open scoped Classical` in proofs |
In #41423 it came up that it is preferable to use `classical` in proofs instead of `open (scoped) Classical`, as its slightly easier to maintain. This PR replaces all such occurences where it can be reasonably done.
This is likely my last PR about this topic.
(I used Claude to fix some git issue, which is why it shows up in the commit)
---
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[](https://gitpod.io/from-referrer/)
|
|
111/58 |
Mathlib/Basic/Logic/Basic.lean,Mathlib/Logic/Function/Basic.lean,Mathlib/Order/Basic.lean,Mathlib/Order/Defs/PartialOrder.lean |
4 |
5 |
['felixpernegger', 'github-actions', 'leanprover-radar', 'mathlib-merge-conflicts'] |
nobody |
22-20937 22 days ago |
22-26516 22 days ago |
67-77438 67 days |
0 |
| 43465 |
TJHeeringa author:TJHeeringa |
feat(Analysis/InnerProductSpace/Reproducing): add bilinearform for Mercer's theorem |
Mercer's theorem provides a spectral representation to kernels satisfying an integrability condition. The proof builds on a Hilbert-Schmidt operator. This PR introduces the bilinear form used to define that operator.
---
PR #42003 introduces the corresponding integral operator.
AI:
Claude and Mistral have helped me get up to speed with how to do the measurability proofs in lean.
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|
t-analysis |
157/0 |
Mathlib.lean,Mathlib/Analysis/InnerProductSpace/Reproducing/Mercer.lean |
2 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
22-1685 22 days ago |
34-24888 34 days ago |
37-83270 37 days |
1 |
| 40955 |
tb65536 author:tb65536 |
feat(NumberTheory/NumberField/ExistsRamified): galois groups are generated by inertia subgroups |
This PR uses Minkowski's theorem to prove that a Galois group of a number field is generated by its inertia subgroups.
---
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory
t-algebra
label:t-algebra$ |
50/9 |
Mathlib/NumberTheory/NumberField/ExistsRamified.lean |
1 |
4 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
21-74418 21 days ago |
56-83565 56 days ago |
56-83232 56 days |
1 |
| 43848 |
plp127 author:plp127 |
chore(Data/Nat/Init): rename recursor arguments |
Name the motive `motive` and name the minor premises according to their contents.
---
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|
t-data
tech debt
|
149/149 |
Archive/Imo/Imo1981Q3.lean,Archive/Imo/Imo2024Q3.lean,Mathlib/Algebra/ContinuedFractions/Euler.lean,Mathlib/Algebra/Polynomial/Sequence.lean,Mathlib/Analysis/Calculus/ContDiff/Bounds.lean,Mathlib/Analysis/Hofer.lean,Mathlib/Combinatorics/Enumerative/Catalan/Tree.lean,Mathlib/Data/Fin/Basic.lean,Mathlib/Data/Nat/Init.lean,Mathlib/FieldTheory/IsRealClosed/Basic.lean,Mathlib/GroupTheory/GroupAction/Jordan.lean,Mathlib/GroupTheory/Nilpotent.lean,Mathlib/LinearAlgebra/Eigenspace/Triangularizable.lean,Mathlib/LinearAlgebra/Finsupp/Pi.lean,Mathlib/LinearAlgebra/Multilinear/Basic.lean,Mathlib/NumberTheory/DiophantineApproximation/Basic.lean,Mathlib/NumberTheory/FLT/Polynomial.lean,Mathlib/NumberTheory/ModularForms/LevelOne/DimensionFormula.lean,Mathlib/NumberTheory/Pell.lean,Mathlib/NumberTheory/Primorial.lean,Mathlib/NumberTheory/RamificationInertia/Basic.lean,Mathlib/Order/KrullDimension.lean,Mathlib/Probability/Kernel/IonescuTulcea/Traj.lean,Mathlib/RingTheory/Adjoin/PowerBasis.lean,Mathlib/RingTheory/AdjoinRoot.lean,Mathlib/RingTheory/Etale/QuasiFinite.lean,Mathlib/RingTheory/Ideal/KrullsHeightTheorem.lean,Mathlib/RingTheory/IntegralClosure/IsIntegral/AlmostIntegral.lean,Mathlib/RingTheory/Polynomial/Eisenstein/IsIntegral.lean,Mathlib/RingTheory/Polynomial/IsIntegral.lean,Mathlib/RingTheory/Polynomial/Resultant/Basic.lean,Mathlib/RingTheory/WittVector/Defs.lean,Mathlib/RingTheory/WittVector/StructurePolynomial.lean,Mathlib/RingTheory/ZariskisMainTheorem.lean,Mathlib/Topology/CWComplex/Classical/Basic.lean,Mathlib/Topology/Metrizable/Uniformity.lean |
36 |
1 |
['Parcly-Taxel', 'github-actions'] |
nobody |
21-63012 21 days ago |
28-38099 28 days ago |
28-55651 28 days |
0 |
| 44099 |
xiahongchi author:xiahongchi |
feat: maximize concave functions at stationary points |
Adds two first-order maximum principles for real concave functions:
* `ConcaveOn.le_of_hasDerivAt_eq_zero`
* `ConcaveOn.isGreatest_of_hasDerivAt_eq_zero`
They use the existing secant-slope bounds and require differentiability only at the candidate maximizer.
Tested by compiling `Mathlib/Analysis/Convex/Deriv.lean` locally. |
t-analysis
new-contributor
|
31/0 |
Mathlib/Analysis/Convex/Deriv.lean |
1 |
3 |
['github-actions'] |
nobody |
21-46455 21 days ago |
21-47685 21 days ago |
21-47350 21 days |
0 |
| 40736 |
tb65536 author:tb65536 |
feat(NumberTheory/NumberField/HeckeLFunction): define Hecke L-Functions |
This PR defines Hecke L-Functions.
---
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[](https://gitpod.io/from-referrer/)
|
t-number-theory
t-algebra
label:t-algebra$ |
130/0 |
Mathlib.lean,Mathlib/NumberTheory/NumberField/HeckeLFunction.lean |
2 |
4 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
21-45686 21 days ago |
47-61979 47 days ago |
47-62048 47 days |
0 |
| 44103 |
xiahongchi author:xiahongchi |
feat: equate derivatives of ordered functions at contact points |
This adds Fréchet-derivative and scalar-derivative lemmas saying that two everywhere-ordered real-valued functions have equal derivatives wherever they agree. The proof applies Fermat’s theorem to their nonnegative difference.
This packages and generalizes the scalar envelope argument from Bryan Sanchez’s `NSBlwChain/Caveats/C2_Envelope.lean` at `Brsanch/ns-lean-proofs@b73f537d1646165fbdc0993c5b2e223355dc3469` (MIT).
The new declarations elaborate under the released toolchain; compiling the current master file there reports only one pre-existing current-Lean field-notation incompatibility before the new code. Current-toolchain CI is authoritative. |
t-analysis
new-contributor
|
20/0 |
Mathlib/Analysis/Calculus/LocalExtr/Basic.lean |
1 |
2 |
['github-actions'] |
nobody |
21-44770 21 days ago |
21-46029 21 days ago |
21-45991 21 days |
0 |
| 42825 |
wwylele author:wwylele |
feat(Analysis/SpecialFunctions): derivative of Bessel function of the first kind |
---
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|
t-analysis |
213/3 |
Mathlib/Analysis/Calculus/FDeriv/Analytic.lean,Mathlib/Analysis/SpecialFunctions/Bessel.lean,Mathlib/Analysis/SpecialFunctions/RegularizedHypergeometric.lean |
3 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
21-39230 21 days ago |
25-488 25 days ago |
25-153 25 days |
1 |
| 42128 |
SnirBroshi author:SnirBroshi |
feat(Order/UpperLower/CompleteLattice): induce the `PartialOrder` for `LowerSet`s from `SetLike` |
Now `#synth IsConcreteLE (LowerSet α) α` works so `SetLike.coe_subset_coe` and the like can be used with `LowerSet`s.
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|
t-order |
2/2 |
Mathlib/Order/Birkhoff.lean,Mathlib/Order/UpperLower/CompleteLattice.lean |
2 |
1 |
['github-actions'] |
nobody |
21-37325 21 days ago |
74-64337 74 days ago |
74-65212 74 days |
0 |
| 41728 |
vaca22 author:vaca22 |
feat(GroupTheory): prove uniqueness of ℤᵐ⁰ automorphisms |
Prove that every order-preserving multiplicative automorphism of ℤᵐ⁰ is the identity. This also gives a Unique instance for its automorphism type and a Subsingleton instance for order-preserving multiplicative normalizations from G to ℤᵐ⁰.
The proof transports an automorphism through WithZero.exp and WithZero.log to an additive automorphism of ℤ, then excludes negation by monotonicity.
------------
**AI disclosure**: this PR is primarily LLM-generated (Claude Code).
|
t-group-theory
new-contributor
LLM-generated
|
58/0 |
Mathlib/GroupTheory/ArchimedeanDensely.lean |
1 |
16 |
['github-actions', 'grunweg', 'tb65536', 'vaca22', 'wwylele'] |
nobody |
21-35596 21 days ago |
38-80983 38 days ago |
53-38790 53 days |
0 |
| 44064 |
mcdoll author:mcdoll |
chore: tag definitions with `fun_prop` |
No new lemmas are being tagged yet, just the definitions.
To fix the build, some `measurability` attributes had to be changed to `fun_prop` and a test had to be adjusted.
Only slightly controversial change could be the import of `FunProp` in `Mathlib/Logic/Function/Defs.lean`.
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|
large-import |
30/9 |
Mathlib/Analysis/BoxIntegral/Basic.lean,Mathlib/Analysis/Calculus/ContDiffHolder/Pointwise.lean,Mathlib/Logic/Function/Defs.lean,Mathlib/MeasureTheory/Function/LpSeminorm/Defs.lean,Mathlib/MeasureTheory/Function/StronglyMeasurable/AEStronglyMeasurable.lean,Mathlib/MeasureTheory/Integral/IntegrableOn.lean,Mathlib/MeasureTheory/Integral/IntervalIntegral/Basic.lean,Mathlib/Tactic/FunProp.lean,Mathlib/Topology/EMetricSpace/Lipschitz.lean,Mathlib/Topology/MetricSpace/Holder.lean,MathlibTest/FunPropMinimal.lean |
11 |
1 |
['github-actions'] |
nobody |
21-31759 21 days ago |
21-36131 21 days ago |
21-45717 21 days |
0 |
| 43348 |
tb65536 author:tb65536 |
chore(GroupTheory/Nilpotent): split off material on lower central series |
`GroupTheory/Nilpotent.lean` is getting rather long and messy. This PR splits off the material on lower central series to a new file.
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|
t-algebra
t-group-theory
label:t-algebra$ |
250/201 |
Mathlib.lean,Mathlib/GroupTheory/Nilpotent.lean,Mathlib/GroupTheory/Nilpotent/LowerCentralSeries.lean |
3 |
3 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
21-16326 21 days ago |
21-17738 21 days ago |
38-63235 38 days |
0 |
| 44124 |
joelriou author:joelriou |
feat(Algebra/Homology/Embedding): more API for the stupid truncations |
We define the monomorphism `K.stupidTrunc e ⟶ K` when the embedding of complex shapes `e` satisfies `e.IsTruncGE`. (We also proceed to the dual definition.)
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|
t-category-theory
t-algebra
tech debt
label:t-algebra$ |
205/13 |
Mathlib/Algebra/Homology/Embedding/Restriction.lean,Mathlib/Algebra/Homology/Embedding/StupidTrunc.lean |
2 |
3 |
['github-actions', 'joelriou', 'themathqueen'] |
nobody |
20-78851 20 days ago |
21-1569 21 days ago |
21-1331 21 days |
1 |
| 44137 |
MrBrain295 author:MrBrain295 |
chore(Combinatorics/SimpleGraph): golf `Coloring.odd_length_iff_not_c… |
…ongr`
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t-combinatorics
new-contributor
|
1/2 |
Mathlib/Combinatorics/SimpleGraph/Coloring/Constructions.lean |
1 |
2 |
['github-actions'] |
nobody |
20-78274 20 days ago |
20-79517 20 days ago |
20-79182 20 days |
0 |
| 41206 |
Ljon4ik4 author:Ljon4ik4 |
feat: strict Lie-Rinehart ideals and Quotients by them |
In this PR strict ideals in the context of Lie-Rinehart algebras are defined and it is shown that quotients by them are again Lie-Rinehart algebras.
## Context on Lie-Rinehart algebras
A Lie-Rinehart algebra is given by a couple of an `R`-algebra `A` and an `R`-Lie-Algebra `L` acting on each other and satisfying certain compatibility conditions. The most important example of Lie-Rinehart algebras in geometry is given by `A`=smooth functions on a smooth manifold, and `L`= vector fields on the manifold. Many important geometric constructions (differential forms, Cartan calculus) are defined naturally in terms of Lie-Rinehart algebras.
## Relevance of the construction
This construction of quotients by ideals will be important to define the Basechange of Lie-Rineahart algebras, which in turn is necessary to define 'comorphisms'. Comorphisms are the right notion of morphism to do geometry (e.g. a smooth map between two manifolds corresponds to a comorphism of their associated Lie-Rinehart algebras).
## Strictness
The ideals here are called strict, because it is assumed that `A` remains untouched and one only considers a subobject of `L`. There seems to be constructions for non-strict ideals, but the definitions are more complicated:
https://www.uni-math.gwdg.de/mjotz/JotzLean18c.pdf
https://arxiv.org/pdf/1706.07084
## Changes made
The files `StrictIdeal.lean` and `Quotient.lean` are new, containing the definition of the ideals and the fact that quotients are again Lie-Rinehart algebras. The `Subalgebra.lean` was mildly changed, since it seemed strange to have `comap` and `ker` without having `map` and `range`.
## Disclosure of AI use
All code is hand-written, I used claude interpret debug messages and search for lemmas.
I think most notably the following patterns were proposed by claude:
* `mul_smul := by rintro r₁ r₂ ⟨x⟩; exact congrArg mk (mul_smul r₁ r₂ x)` to show that things are well-defined on the quotient.
* `change f.toLinearMap' ⁅x, y⁆ ∈ s₂` in the proof in `comap`. (I had a simp there, which had as a result `f.toLinearMap' ⁅x, y⁆ ∈ s₂`, but somehow the subsequent steps did not work then)
## Questions open
* I am not sure if strict is a good prefix, and am happy to change it to something else.
(Also, one could even argue that the subalgebras, as defined currently, should be called strict, too...)
* In the definition of `mk'` the `toFun` field seems obsolete to me, but somehow if I remove it I get an error in one of the lemmas after it.
* I am not sure I fully understand the 'per-definition' expose rules. When I first committed I got some errors so I made two defs exposed, but I am not sure that is the correct way to go.
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|
t-algebra label:t-algebra$ |
442/0 |
Mathlib.lean,Mathlib/Algebra/LieRinehartAlgebra/Quotient.lean,Mathlib/Algebra/LieRinehartAlgebra/StrictIdeal.lean,Mathlib/Algebra/LieRinehartAlgebra/Subalgebra.lean |
4 |
1 |
['github-actions'] |
faenuccio and jjdishere assignee:faenuccio assignee:jjdishere |
20-76170 20 days ago |
86-74285 86 days ago |
105-68355 105 days |
0 |
| 44138 |
pechersky author:pechersky |
chore(Topology/Instances/PNat): move topology into its own file, explicitly DiscreteTopology |
Previously, the topology on `PNat` was a by-product of the "subspace metric space" instance, as a subtype of `Nat`. Instead, we now declare the topology independently as the "bot" discrete topology, prior to the `MetricSpace` declaration, and then show the topology agrees to the "subspace metric space" one.
In the future, we will be able to move the topology declaration even earlier, to where the topologies of `Nat` and `Int` live.
Factored out #40785, as requested by
https://github.com/leanprover-community/mathlib4/pull/40785/changes#r3574283818
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Could be somewhat cleaner if #43876 is merged. |
t-topology |
19/5 |
Mathlib/Topology/Instances/PNat.lean |
1 |
4 |
['Ruben-VandeVelde', 'github-actions', 'pechersky'] |
nobody |
20-67278 20 days ago |
20-77427 20 days ago |
20-77092 20 days |
1 |
| 34094 |
Brian-Nugent author:Brian-Nugent |
feat(Topology/Sheaves): use `abbrev` for `Presheaf`, `IsSheaf`, and 'Sheaf' |
Changing `TopCat.Presheaf`, `TopCat.Presheaf.IsSheaf`, and 'TopCat.Sheaf' from defs to abbrevs.
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t-topology |
6/7 |
Mathlib/Topology/Sheaves/AddCommGrpCat.lean,Mathlib/Topology/Sheaves/Flasque.lean,Mathlib/Topology/Sheaves/LocallySurjective.lean,Mathlib/Topology/Sheaves/Sheaf.lean |
4 |
5 |
['Brian-Nugent', 'github-actions', 'leanprover-radar', 'robin-carlier'] |
nobody |
20-65947 20 days ago |
20-67194 20 days ago |
24-41186 24 days |
0 |
| 41565 |
grunweg author:grunweg |
chore: specify doc-strings of auto-generated additive declarations di… |
…rectly
There's no need for add_decl_doc any more.
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|
64/107 |
Mathlib/Algebra/Category/Grp/Basic.lean,Mathlib/Algebra/Group/Action/Basic.lean,Mathlib/Algebra/Group/Action/Defs.lean,Mathlib/Algebra/Group/Action/Hom.lean,Mathlib/Algebra/Group/Hom/Basic.lean,Mathlib/Algebra/Group/Subsemigroup/Basic.lean,Mathlib/Algebra/Notation/Defs.lean,Mathlib/Algebra/Order/BigOperators/Group/Finset.lean,Mathlib/GroupTheory/Finiteness.lean,Mathlib/MeasureTheory/Group/Action.lean,Mathlib/MeasureTheory/Measure/MeasureSpaceDef.lean,Mathlib/Topology/Algebra/ConstMulAction.lean |
12 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
20-51138 20 days ago |
20-54154 20 days ago |
41-7416 41 days |
0 |
| 27707 |
amellendijk author:amellendijk |
feat(NumberTheory/SelbergSieve): define Selberg's weights and prove basic results |
This PR continues the work from #23635.
Original PR: https://github.com/leanprover-community/mathlib4/pull/23635
- [x] depends on: #27702 |
t-number-theory |
139/2 |
Mathlib/NumberTheory/Divisors.lean,Mathlib/NumberTheory/SelbergSieve.lean |
2 |
36 |
['AlexKontorovich', 'MichaelStollBayreuth', 'ajirving', 'amellendijk', 'github-actions', 'loefflerd', 'mathlib-dependent-issues', 'mathlib4-merge-conflict-bot'] |
riccardobrasca assignee:riccardobrasca |
20-46591 20 days ago |
97-7995 97 days ago |
100-52387 100 days |
1 |
| 43502 |
teorth author:teorth |
feat(NumberTheory/LSeries): root numbers and non-vanishing in the left half-plane |
`Mathlib/NumberTheory/LSeries/Nonvanishing.lean` currently establishes nonvanishing of Dirichlet
`L`-functions and the Riemann zeta function are non-zero to the **right** of the critical strip
(`re s ≥ 1`). This PR adds the counterparts on the **left** (`re s ≤ 0`), which follow from the
functional equation, together with some auxiliary facts about root-numbers and Gauss-sums which
could be independently useful.
---
## Root numbers and Gauss sums
* `DirichletCharacter.completedLFunction_ne_zero_of_one_le_re`: the completed `L`-function
`Λ(χ, s)` is non-zero for `1 ≤ re s` (except for the trivial character at `s = 1`).
* `DirichletCharacter.rootNumber_mul_rootNumber_inv`: for a primitive character,
`rootNumber χ * rootNumber χ⁻¹ = 1`, obtained formally from the functional equation applied to
both `χ` and `χ⁻¹`.
* `DirichletCharacter.norm_rootNumber`: `‖rootNumber χ‖ = 1` for primitive `χ`.
* `DirichletCharacter.norm_gaussSum_stdAddChar`: `‖gaussSum χ stdAddChar‖ = √N` for primitive `χ`
— the classical evaluation `|τ(χ)| = √N`, here derived from the functional equation rather than
the usual finite-field argument, so it holds for every modulus (Mathlib previously only had
Gauss-sum non-vanishing over finite fields).
## Non-vanishing in the left half-plane
* `DirichletCharacter.LFunction_eq_zero_iff_of_re_nonpos`: for a primitive character and `re s ≤ 0` with `χ ≠ 1` or `s` non-zero, the L-function vanishes precisely when the gamma factor vanishes.
* `riemannZeta_eq_zero_iff_of_re_nonpos`: for `re s ≤ 0`, `ζ s = 0` iff `s` is a
negative even integer.
The code here was initially LLM-generated, but then heavily golfed and reviewed by the author. |
t-number-theory |
97/4 |
Mathlib/NumberTheory/DirichletCharacter/Basic.lean,Mathlib/NumberTheory/DirichletCharacter/Bounds.lean,Mathlib/NumberTheory/LSeries/Dirichlet.lean,Mathlib/NumberTheory/LSeries/DirichletContinuation.lean,Mathlib/NumberTheory/LSeries/Nonvanishing.lean |
5 |
1 |
['github-actions'] |
loefflerd assignee:loefflerd |
20-46582 20 days ago |
37-59889 37 days ago |
37-59554 37 days |
0 |
| 42921 |
tb65536 author:tb65536 |
chore(RingTheory/RamificationInertia/Ramification): reorganize proofs |
This PR reorganizes the proofs in `RingTheory/RamificationInertia/Ramification.lean` so that `ramificationIdx_eq_normalizedFactors_count` is proved directly rather than relying on `IsDedekindDomain.ramificationIdx'_eq_normalizedFactors_count` which will soon be deprecated.
---
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t-ring-theory
t-algebra
label:t-algebra$ |
43/40 |
Mathlib/RingTheory/RamificationInertia/Ramification.lean |
1 |
3 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
20-18414 20 days ago |
20-19450 20 days ago |
56-4564 56 days |
0 |
| 43419 |
JovanGerb author:JovanGerb |
feat: tag `Metric.closedBall_subset_ball` with `@[gcongr strict]` |
This PR uses `@[gcongr strict]` on `Metric.closedBall_subset_ball` so that it can be used by `gcongr` and `grw`. This means that we will be able to rewrite with a strict inequality to turn a closed ball into an open ball or vice versa.
I golfed away some uses of `Metric.closedBall_subset_ball` using `grw`. To aid this, I also added some more `@[gcongr]` attributes.
---
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t-analysis |
50/45 |
Mathlib/Analysis/BoxIntegral/Basic.lean,Mathlib/Analysis/CStarAlgebra/SpecialFunctions/PosPart.lean,Mathlib/Analysis/Calculus/FDeriv/Basic.lean,Mathlib/Analysis/Complex/Harmonic/MeanValue.lean,Mathlib/Analysis/Complex/Harmonic/Poisson.lean,Mathlib/Analysis/Complex/Schwarz.lean,Mathlib/Analysis/Complex/TaylorSeries.lean,Mathlib/Analysis/Convex/Gauge.lean,Mathlib/Analysis/InnerProductSpace/Harmonic/Basic.lean,Mathlib/Analysis/InnerProductSpace/Harmonic/HarmonicContOnCl.lean,Mathlib/Analysis/ODE/PicardLindelof.lean,Mathlib/MeasureTheory/Covering/Besicovitch.lean,Mathlib/MeasureTheory/Group/AddCircle.lean,Mathlib/MeasureTheory/Measure/Doubling.lean,Mathlib/MeasureTheory/Measure/Lebesgue/EqHaar.lean,Mathlib/MeasureTheory/Measure/Prokhorov.lean,Mathlib/Topology/Algebra/Valued/LocallyCompact.lean,Mathlib/Topology/EMetricSpace/Lipschitz.lean,Mathlib/Topology/MetricSpace/Bounded.lean,Mathlib/Topology/MetricSpace/HausdorffDistance.lean,Mathlib/Topology/MetricSpace/ProperSpace/Lemmas.lean,Mathlib/Topology/MetricSpace/Pseudo/Defs.lean |
22 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
20-720 20 days ago |
20-2765 20 days ago |
29-809 29 days |
0 |
| 39212 |
emlis42 author:emlis42 |
feat(Algebra/ContinuedFractions): add `partNumsStream'` and `partNumsStream'` |
This PR adds `partNumsStream'` and `partDensStream'`, which provide infinite stream representations for the sequences of partial numerators and denominators of a generalized continued fraction. |
t-algebra
new-contributor
label:t-algebra$ |
68/36 |
Mathlib/Algebra/ContinuedFractions/Basic.lean,Mathlib/Algebra/ContinuedFractions/ContinuantsRecurrence.lean,Mathlib/Algebra/ContinuedFractions/Determinant.lean,Mathlib/Algebra/ContinuedFractions/Euler.lean,Mathlib/Algebra/ContinuedFractions/Translations.lean |
5 |
7 |
['emlis42', 'eric-wieser', 'github-actions', 'grunweg', 'mathlib-merge-conflicts'] |
alreadydone assignee:alreadydone |
19-76863 19 days ago |
19-79007 19 days ago |
153-85916 153 days |
0 |
| 43099 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph): `IsSubwalk` is a partial order and more relation properties |
---
The instances for `Symm` and `Irrefl` let us use `symm`/`irrefl` and any other mathlib theorems that expect these properties as typeclass arguments.
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t-combinatorics |
31/4 |
Mathlib/Combinatorics/SimpleGraph/Basic.lean,Mathlib/Combinatorics/SimpleGraph/CompleteMultipartite.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Connected.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/EdgeConnectivity.lean,Mathlib/Combinatorics/SimpleGraph/Subgraph.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Subwalks.lean |
6 |
1 |
['github-actions', 'vlad902'] |
nobody |
19-71547 19 days ago |
19-72585 19 days ago |
49-18624 49 days |
1 |
| 44136 |
SnirBroshi author:SnirBroshi |
chore: clean up a few `have : Std.Symm`s |
and some other relation properties
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|
t-order |
10/26 |
Mathlib/Algebra/Group/Basic.lean,Mathlib/Analysis/Normed/Module/FiniteDimension.lean,Mathlib/Data/Finset/NoncommProd.lean,Mathlib/Data/List/MinMax.lean,Mathlib/Data/Multiset/Bind.lean,Mathlib/LinearAlgebra/LinearIndependent/Lemmas.lean,Mathlib/NumberTheory/Divisors.lean,Mathlib/Order/Preorder/Chain.lean,Mathlib/Topology/NatEmbedding.lean |
9 |
1 |
['Parcly-Taxel', 'github-actions'] |
nobody |
19-71516 19 days ago |
20-78943 20 days ago |
20-79230 20 days |
0 |
| 43856 |
BoltonBailey author:BoltonBailey |
chore: rename `ENNReal.toReal_mono'` |
This PR addresses tech debt by renaming `ENNReal.toReal_mono'` to `ENNReal.toReal_mono_of_top_imp_top` (and similarly renaming the related `ENNReal.toReal_le_add'`). This change makes the naming scheme more similar to `ENNReal.le_of_top_imp_top_of_toNNReal_le`
I chose these names myself, but used LLM assistance to scan the library for instances of the lemmas.
---
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|
t-topology
tech debt
|
16/10 |
Mathlib/Basic/ENNReal/Operations.lean,Mathlib/Basic/ENNReal/Real.lean,Mathlib/Topology/MetricSpace/Bounded.lean,Mathlib/Topology/MetricSpace/HausdorffDistance.lean,Mathlib/Topology/MetricSpace/Thickening.lean,scripts/nolints_prime_decls.txt |
6 |
4 |
['BoltonBailey', 'github-actions', 'themathqueen'] |
nobody |
19-70651 19 days ago |
28-44971 28 days ago |
28-44636 28 days |
0 |
| 41347 |
mkaratarakis author:mkaratarakis |
feat(Tactic/Polynomial): poly_dvd_cert, certificate-based polynomial divisibility |
The `poly_dvd_cert` tactic: prove `p ∣ q` for `Polynomial K` polyrith-style - search the quotient uncertified in compiled `MetaM` (pseudo-division, so the certified identity is division-free), then verify with `ring` and cancel the leading-coefficient unit. Works over any field with concrete or symbolic coefficients, for monic divisors over any commutative ring, and for unit leading coefficients.
|
t-meta
LLM-generated
|
303/0 |
Mathlib.lean,Mathlib/Tactic.lean,Mathlib/Tactic/ComputablePolynomial/DvdCert.lean,MathlibTest/ComputablePolynomial/PolyDvdCert.lean |
4 |
8 |
['JovanGerb', 'eric-wieser', 'github-actions', 'mkaratarakis'] |
eric-wieser assignee:eric-wieser |
19-70449 19 days ago |
19-71355 19 days ago |
80-41285 80 days |
0 |
| 41380 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Girth): relate `girth` and `egirth` |
Also add `le_girth` to match `le_egirth`, which is the only `egirth` lemma that's missing a `girth` counterpart.
---
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t-combinatorics |
39/8 |
Mathlib/Combinatorics/SimpleGraph/Girth.lean |
1 |
3 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
19-69691 19 days ago |
19-70717 19 days ago |
99-15132 99 days |
1 |
| 43197 |
SnirBroshi author:SnirBroshi |
feat(Order/Basic): relation properties of complement relations |
The complement turns `Refl` into `Irrefl`, `Total` into `Asymm`, and `Trichotomous` into `Antisymm`.
---
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[](https://gitpod.io/from-referrer/)
|
t-order |
60/14 |
Mathlib/Basic/Rel/Separated.lean,Mathlib/Order/Antichain.lean,Mathlib/Order/Basic.lean,Mathlib/Topology/MetricSpace/MetricSeparated.lean |
4 |
5 |
['SnirBroshi', 'chenson2018', 'github-actions'] |
nobody |
19-67593 19 days ago |
19-72134 19 days ago |
45-32958 45 days |
0 |
| 25981 |
Multramate author:Multramate |
feat(GroupTheory/GroupAction/Basic): define homomorphisms of fixed subgroups induced by homomorphisms of groups |
This PR continues the work from #10126.
Original PR: https://github.com/leanprover-community/mathlib4/pull/10126 |
t-group-theory
large-import
|
68/21 |
Mathlib/Algebra/Ring/Action/Submonoid.lean,Mathlib/GroupTheory/GroupAction/Defs.lean |
2 |
8 |
['copilot-pull-request-reviewer', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
19-66228 19 days ago |
28-3036 28 days ago |
32-81791 32 days |
0 |
| 43287 |
SnirBroshi author:SnirBroshi |
chore: avoid `Subrelation` where possible |
Following the trend of avoiding `Subrelation` (e.g. #41450) in favor of `_ ≤ _`, this replaces most of its uses in Mathlib.
---
The only ones remaining are `subrelation_iff_le` (`Subrelation r s ↔ r ≤ s`) / `Acc.anti` / `WellFounded.anti` which make sense, and `Subrelation.antisymm` in `Logic/Relation.lean` because it's too early in the import hierarchy.
We could replace it with a `local instance : Std.Antisymm (α := α → α → Prop) LE.le`, but that seems a bit weird.
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t-order |
33/33 |
Mathlib/Data/DFinsupp/WellFounded.lean,Mathlib/Data/Finset/Card.lean,Mathlib/Data/Finset/Dedup.lean,Mathlib/Data/Finset/Defs.lean,Mathlib/Data/Finsupp/Multiset.lean,Mathlib/Data/Fintype/Card.lean,Mathlib/Data/Multiset/Defs.lean,Mathlib/Order/Monotone/Basic.lean,Mathlib/Order/RelClasses.lean,Mathlib/Order/WellFounded.lean,Mathlib/Order/WellFoundedSet.lean,Mathlib/RingTheory/Artinian/Module.lean,Mathlib/RingTheory/UniqueFactorizationDomain/Basic.lean,Mathlib/RingTheory/Valuation/Archimedean.lean |
14 |
3 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
19-66015 19 days ago |
19-71166 19 days ago |
39-83877 39 days |
0 |
| 41920 |
junjihashimoto author:junjihashimoto |
feat(Analysis/CliffordAlgebra): the pseudoscalar of Cl(n,0) and its complex structure |
We study the Clifford algebra of Euclidean `n`-space (the quadratic form `x ↦ ⟪x, x⟫_ℝ` on `EuclideanSpace ℝ (Fin n)`). The pseudoscalar `ω = e₀ ⋯ eₙ₋₁` satisfies
* `ω * ω = (-1) ^ (n.choose 2)` (`pseudoscalar_mul_pseudoscalar'`),
* `γᵢ * ω = (-1) ^ (n - 1) • (ω * γᵢ)` (`γ_mul_pseudoscalar`),
so it is central for odd `n`, and a square root of `-1` iff `n ≡ 2, 3 [MOD 4]`. In that case left multiplication by `ω` is a complex structure: we provide a scoped `Module ℂ` instance (via `Complex.liftAux` and `Module.compHom`; no commutation is needed for a module structure, which covers the non-central case `n ≡ 2 [MOD 4]`), and for `n ≡ 3 [MOD 4]` an `Algebra ℂ` structure as a non-instance def.
The sign computations are done by moving a generator through a product of distinct generators (`γ_mul_prod`, `γ_mul_prod_mem`, `prod_sq`), with no case analysis on `n`.
In a follow-up PR this makes the Clifford–Fourier transform (Ebling–Scheuermann) an instance of the ordinary vector-valued Fourier transform, giving Plancherel's theorem and the inversion formula.
- [ ] depends on: (nothing)
|
t-analysis
new-contributor
|
303/0 |
Mathlib.lean,Mathlib/Analysis/CliffordAlgebra/Euclidean.lean |
2 |
5 |
['eric-wieser', 'github-actions', 'j-loreaux'] |
urkud assignee:urkud |
19-46591 19 days ago |
87-7642 87 days ago |
87-7807 87 days |
1 |
| 42955 |
mpacholski author:mpacholski |
feat(diffgeo): add Hom-bundle support and fix pullback base points in T% elaborator |
# Changes
## `Mathlib/Geometry/Manifold/Notation.lean`
* **Add support for pullback bundles:** Replaced the hardcoded bound variable `x` with the dynamically extracted argument `arg`, which allows for using elaborator `T%` with pullback bundles, where the base point lies in a different manifold, e.g. `v : Π (m : M), E₁ (b m)`, where `b : M → B`.
* **Add support for Hom-bundles:** The elaborator now supports sections of Hom-bundles (`ContinuousLinearMap` between two fiber bundles, e.g. `ϕ : ∀ x, (E₁ x →L[𝕜] E₂ x`). It also supports the case where the base point lies in a different manifold (e.g. `ϕ : ∀ x, (E₁ (b x) →L[𝕜] E₂ (b x))`)
* **Support nested `TangentSpace`:** Modified `findModelFiber?` to natively intercept `TangentSpace` applications and extract the model fiber at index 2. This prevents typeclass synthesis failures when `TangentSpace` is used inside a Hom-bundle.
## `MathlibTest/DifferentialGeometry/Notation/Basic.lean`
* **Added tests for all the new usecases** this includes pullback bundles, Hom-bundles, pullback Hom-bundles, and Hom-bundles where one of the fibers is a `TangentSpace`.
## `Mathlib/Geometry/Manifold/VectorBundle/Hom.lean`
* **Refactor `Hom.lean`:** Replaced verbose `TotalSpace.mk'` boilerplate in with the newly supported `T%` syntax (e.g. `MDiffAt[s] T% ϕ x` instead of `MDiffAt[s] (fun m ↦ TotalSpace.mk' (F₁ →L[𝕜] F₂) (E := fun (x : B) ↦ (E₁ x →L[𝕜] E₂ x)) (b m) (ϕ m)) x)`
# Use of AI
The help of AI was used in writing the code in `Mathlib/Geometry/Manifold/Notation.lean`. It was hence manually edited to simplify the code as much as possible. While the author is not yet an expert in metaprogramming in Lean, he is willing to learn and receive feedback, and put all the effort to understand the presented code. The code was carefully tested with different parts of it changed and removed to make sure that every line serves a purpose to provide the expected functionality.
---
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t-differential-geometry
new-contributor
LLM-generated
|
127/36 |
Mathlib/Geometry/Manifold/Notation.lean,Mathlib/Geometry/Manifold/VectorBundle/Hom.lean,MathlibTest/DifferentialGeometry/Notation/Basic.lean |
3 |
5 |
['github-actions', 'grunweg', 'mpacholski'] |
nobody |
19-45686 19 days ago |
54-81298 54 days ago |
54-80963 54 days |
3 |
| 43894 |
JX-Mo author:JX-Mo |
feat(RepresentationTheory): add Burnside's theorem for matrix algebras |
This PR adds Burnside's theorem: If `V` is simple module of a `k`-algebra `A` where `k` is an algebraically closed field `k`, then the algebra map `A → End_k(V)` is surjective. The proof is a combination of Schur's lemma and Jacobson density theorem, both of which are already in Mathlib. |
t-algebra label:t-algebra$ |
13/4 |
Mathlib/RepresentationTheory/AlgebraRepresentation/Basic.lean |
1 |
1 |
['github-actions'] |
nobody |
19-17644 19 days ago |
26-78806 26 days ago |
26-78569 26 days |
0 |
| 42402 |
justus-springer author:justus-springer |
refactor(AlgebraicGeometry/Birational): phase out `Scheme.Over` for rational maps |
Split off from #40871
We refactor `PartialMap.IsOver` to not use `Scheme.Hom.IsOver`, which is being phased out. We still keep it as class with one field for now (as opposed to making it an abbrev for the morphism equation directly). This is because I think it's still useful to have instances for `PartialMap.restrict` and `PartialMap.toRationalMap`. However, some things which used to be instances (`isOver_comp` and `IsOver.compHom`) now need to be lemmas.
---
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t-algebraic-geometry
tech debt
|
100/86 |
Mathlib/AlgebraicGeometry/Birational/Composition.lean,Mathlib/AlgebraicGeometry/Birational/RationalMap.lean |
2 |
3 |
['Brian-Nugent', 'github-actions', 'justus-springer'] |
nobody |
19-1320 19 days ago |
71-86064 71 days ago |
71-85729 71 days |
1 |
| 40841 |
TJHeeringa author:TJHeeringa |
chore(Topology/Algebra): rename .equivOfInverse to .ofContinuousLinearMap |
Renames `ContinuousLinearEquiv.equivOfInverse` and `ContinuousLinearEquiv.equivOfInverse'` to `ContinuousLinearEquiv.ofContinuousLinearMap` and `ContinuousLinearEquiv.ofContinuousLinearMap'`. It reorders the order of arguments to match that of `ofLinearMap`.
---
Addresses the ToDO `*ToDo*: Improve the naiming to make it match `LinearMap.ofLinear`.` for `ContinuousLinearEquiv.equivOfInverse`.
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|
t-topology
tech debt
|
80/25 |
Mathlib/Analysis/InnerProductSpace/TensorProduct.lean,Mathlib/Topology/Algebra/Module/ContinuousLinearMap/Invertible.lean,Mathlib/Topology/Algebra/Module/Equiv/Basic.lean |
3 |
83 |
['TJHeeringa', 'Whysoserioushah', 'b-mehta', 'github-actions', 'j-loreaux', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'themathqueen'] |
PatrickMassot assignee:PatrickMassot |
18-65040 18 days ago |
18-65040 18 days ago |
35-18926 35 days |
0 |
| 42142 |
philipp-svinger author:philipp-svinger |
feat(Analysis/ODE): peano existence theorem, Tonelli approximation 1 |
Add Tonelli approximation method for ODEs.
Implement the structure IsPeano similar to IsPicardLindelof. Construct a sequence of approximations using Tonelli technique.
First step towards Peano existence
Co-authored-by: Florian Grube <fgrube@math.uni-bielefeld.de>
Co-authored-by: Paul Niessner <pniessner@math.uni-bielefeld.de>
Co-authored-by: Julian Rolfes <jrolfes@math.uni-bielefeld.de>
Co-authored-by: Luke Schleef <lschleef@math.uni-bielefeld.de>
Co-authored-by: Philipp Svinger <psvinger@math.uni-bielefeld.de>
---
We want to add the proof of the Peano existence theorem for ODEs, using Tonelli approximations.
This will be a series of PRs working towards this goal. In this first PR, we
implement the structure IsPeano similar to IsPicardLindelof and construct a sequence of approximations using Tonelli technique. See our further PRs for more information, last: #42148
---
The statements, definitions and proofs were written without AI.
AI was used afterwards to help us to adapt our code to the style and naming conventions.
We also used it in the process of writing a documentation.
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|
t-analysis
new-contributor
|
207/0 |
Mathlib.lean,Mathlib/Analysis/ODE/Peano.lean |
2 |
24 |
['github-actions', 'mcdoll', 'philipp-svinger', 'sgouezel'] |
sgouezel assignee:sgouezel |
18-64895 18 days ago |
18-65022 18 days ago |
75-27724 75 days |
5 |
| 41946 |
Hilbert-beinghappy author:Hilbert-beinghappy |
feat(SetTheory/Descriptive/Tree): add infinite branches and bodies |
Motivation
The existing `tree A` API models trees as prefix-closed sets of finite
lists, together with some basic node operations (`take`, `subAt`,
`pullSub`). It had no notion of an infinite branch through such a
tree. Infinite branches and their collection, the body of a tree, are
basic vocabulary in descriptive set theory (e.g. to state that a tree
is well-founded iff its body is empty, or to talk about closed subsets
of Baire space as bodies of trees), so this is a natural extension of
the file.
Changes
* `initialSegment x n` is the list of the first `n` values of an
infinite sequence `x : ℕ → A`, with lemmas relating its length and
its behaviour when passing from `n` to `n + 1`.
* `IsBranch T x` says that `x : ℕ → A` is an infinite branch of `T`:
every finite initial segment of `x` lies in `T`.
* `body T` is the set of infinite branches of `T`, defined via
`IsBranch`.
* The auxiliary lemmas `nil_mem_of_isBranch` (a branch forces the root
`[]` to lie in `T`) and `body_mono` (`body` is monotone in the tree,
tagged `@[gcongr]`) round out the basic API.
Scope
This PR intentionally does not add closedness of `body T` (which
would require `A` to carry the discrete topology, so that `body T` is
closed in the product topology on `ℕ → A`), well-foundedness of trees
(which needs well-founded relations and descending chains), or rank
(which needs ordinal-valued rank API). These are left for follow-up
PRs, since each pulls in its own dependencies and deserves separate
review.
Verification
* `lake build Mathlib.SetTheory.Descriptive.Tree`
* `lake exe lint-style Mathlib.SetTheory.Descriptive.Tree`
* `lake build Mathlib`
AI use
I used Codex to help select this item from the
backlog, adapt the definitions to the existing `tree A` API and to the
`Descriptive.Tree` namespace and current module system (e.g. adding
the `public import` for `Mathlib.Data.List.OfFn`), draft the
implementation, and run the three verification commands above. I
checked every definition and lemma statement against its intended
mathematical meaning, and went through each proof term individually,
unfolding `initialSegment`, `IsBranch`, and `body` to confirm the
`simp`/`simpa` calls actually close the resulting goals rather than
just trusting that they compiled. |
t-set-theory |
42/1 |
Mathlib/SetTheory/Descriptive/Tree.lean |
1 |
1 |
['github-actions'] |
nobody |
18-35027 18 days ago |
86-42841 86 days ago |
86-42506 86 days |
0 |
| 44221 |
SamuelSchlesinger author:SamuelSchlesinger |
feat(Combinatorics/SetFamily): erdős–rado sunflower lemma |
Define `Set.IsSunflower`, a family of elements of a meet-semilattice whose distinct members pairwise meet in a fixed kernel, with a basic API around it, and then prove the Erdős–Rado sunflower lemma: a family of more than `(p - 1) ^ r * r !` finsets of size at most `r` contains a sunflower with `p` petals, together with the uniform special case.
I use this downstream to show circuit lower bounds on the clique language, but it is used in various areas of complexity and combinatorics.
This PR was assisted by Claude Opus 5.5. In particular, I extracted this from another formalization project that was also assisted by AI.
---
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t-combinatorics
new-contributor
LLM-generated
|
215/0 |
Mathlib.lean,Mathlib/Combinatorics/SetFamily/Sunflower.lean,docs/references.bib |
3 |
4 |
['SamuelSchlesinger', 'github-actions'] |
nobody |
18-27148 18 days ago |
18-29429 18 days ago |
18-29094 18 days |
0 |
| 44222 |
SamuelSchlesinger author:SamuelSchlesinger |
feat(Analysis/SpecialFunctions/Stirling): asymptotics of the central binomial coefficient |
Upstreaming `n.centralBinom ~ 4 ^ n / √(π * n)` and its `4 ^ n`-normalised corollaries,
needed for a Razborov–Smolensky `AC⁰[p]` lower bound in a circuit-complexity formalization,
together with the Catalan asymptotic `catalan n ~ 4 ^ n / (√π * n ^ (3 / 2))` as a first
application in Mathlib.
Drafted with Claude Code from my existing proof of the same statement, then revised by me
against Mathlib conventions.
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|
t-analysis
LLM-generated
new-contributor
|
85/1 |
Mathlib.lean,Mathlib/Analysis/SpecialFunctions/Stirling.lean,Mathlib/Combinatorics/Enumerative/Catalan/Asymptotics.lean |
3 |
4 |
['SamuelSchlesinger', 'github-actions'] |
nobody |
18-26360 18 days ago |
18-27281 18 days ago |
18-26946 18 days |
0 |
| 43273 |
Raph-DG author:Raph-DG |
feat(AlgebraicGeometry): scheme level order of vanishing api |
In this PR, we develop some API for the order of vanishing of rational functions on schemes. We also change the file structure of order of vanishing in algebraic geometry to more closely mirror that of the ring theoretic order of vanishing results.
---
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|
file-removed
t-algebraic-geometry
|
258/14 |
Mathlib.lean,Mathlib/AlgebraicGeometry/AffineScheme.lean,Mathlib/AlgebraicGeometry/OrderOfVanishing/Basic.lean,Mathlib/AlgebraicGeometry/OrderOfVanishing/DVR.lean,Mathlib/AlgebraicGeometry/Restrict.lean |
5 |
3 |
['Brian-Nugent', 'Raph-DG', 'github-actions'] |
alreadydone assignee:alreadydone |
18-15836 18 days ago |
18-17073 18 days ago |
42-47575 42 days |
0 |
| 44183 |
kim-em author:kim-em |
feat(Topology/Homotopy): tube neighbourhoods of paths |
This PR adds tube neighbourhoods of paths: given a partition `0 = t₀ ≤ ⋯ ≤ tₙ = 1` (`unitInterval.Partition`) and open sets `Uᵢ` covering the segments of a path, with path-connected open sets `Vⱼ` around the vertices (`Path.Tube`), the paths lying in the tube (`Path.IsInTube`) form an open set in the compact-open topology (`Path.Tube.isOpen_setOf_isInTube`). When each `Uᵢ` is path-homotopy trivial (`IsPathHomotopyTrivial`), any two paths in a common tube are homotopic (`Path.IsInTube.homotopic`), and every path lies in such a tube in a locally path-connected space whenever its points have path-homotopy trivial neighbourhoods (`Path.exists_isInTube`).
Along the way it adds supporting path API: Lebesgue-number partitions of paths (`Path.exists_partition_in_cover`, `Path.exists_partition_with_property`), `Path.initialSegmentFamily`, cast and subpath lemmas, the quotient topology on `Path.Homotopic.Quotient`, and `Path.Homotopic.trans_left_of_nullhomotopic` / `trans_right_of_nullhomotopic`.
This is the first of four PRs constructing the universal cover (split from https://github.com/leanprover-community/mathlib4/pull/38292). It is independent of the second.
🤖 Prepared with Claude Code
|
t-topology
LLM-generated
|
420/1 |
Mathlib.lean,Mathlib/AlgebraicTopology/FundamentalGroupoid/Basic.lean,Mathlib/Topology/Connected/PathConnected.lean,Mathlib/Topology/Homotopy/Path.lean,Mathlib/Topology/Homotopy/TubeNeighborhood.lean,Mathlib/Topology/Path.lean,Mathlib/Topology/Subpath.lean,Mathlib/Topology/UnitInterval.lean |
8 |
1 |
['github-actions'] |
nobody |
18-14309 18 days ago |
19-7056 19 days ago |
19-6721 19 days |
2 |
| 43264 |
riccardobrasca author:riccardobrasca |
feat: add Algebra.Polynomial.Laurent.Roots |
---
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|
t-algebra label:t-algebra$ |
52/0 |
Mathlib.lean,Mathlib/Algebra/Polynomial/Laurent/Roots.lean |
2 |
1 |
['github-actions'] |
nobody |
18-1305 18 days ago |
43-72059 43 days ago |
43-71724 43 days |
0 |
| 44184 |
kim-em author:kim-em |
feat(AlgebraicTopology): semilocally simply connected spaces |
This PR defines semilocally simply connected spaces: `SemilocallySimplyConnectedAt x` says `x` has a neighbourhood `U` in which every loop at `x` is nullhomotopic in the ambient space, with `SemilocallySimplyConnectedOn` and the class `SemilocallySimplyConnectedSpace`. It proves the equivalent formulations via the fundamental group (`semilocallySimplyConnectedAt_iff_range_eq_bot`: `π₁(U, x) → π₁(X, x)` is trivial) and via paths (`semilocallySimplyConnectedAt_iff_paths`), and that simply connected spaces are semilocally simply connected.
Supporting additions: `Path.codRestrict`, groupoid lemmas relating homotopic paths to nullhomotopic loops (`Path.Homotopic.paths_homotopic_iff_loops_nullhomotopic` and friends), and `FundamentalGroup.map_fromPath` and `FundamentalGroup.map_range_eq_bot_iff`.
This is the second of four PRs constructing the universal cover (split from https://github.com/leanprover-community/mathlib4/pull/38292). It is independent of the first.
🤖 Prepared with Claude Code
|
t-topology
LLM-generated
|
270/0 |
Mathlib.lean,Mathlib/AlgebraicTopology/FundamentalGroupoid/Basic.lean,Mathlib/AlgebraicTopology/FundamentalGroupoid/FundamentalGroup.lean,Mathlib/AlgebraicTopology/FundamentalGroupoid/SemilocallySimplyConnected.lean,Mathlib/Topology/Path.lean |
5 |
1 |
['github-actions'] |
nobody |
18-390 18 days ago |
19-7051 19 days ago |
19-6716 19 days |
2 |
| 42827 |
wwylele author:wwylele |
chore(RingTheory/Pochhammer): fix the type of ascPochhammer_eval_succ |
The existing two theorems have the following signature
```lean4
theorem ascPochhammer_nat_eval_succ (r n : ℕ) :
n * Polynomial.eval (n + 1) (ascPochhammer ℕ r) = (n + r) * Polynomial.eval n (ascPochhammer ℕ r)
theorem ascPochhammer_eval_succ (S : Type*) [Semiring S] (r n : ℕ) :
↑n * Polynomial.eval (↑n + 1) (ascPochhammer S r) = (↑n + ↑r) * Polynomial.eval (↑n) (ascPochhammer S r)
```
However what's more useful in practice is the following
```lean4
theorem ascPochhammer_eval_succ {S : Type*} [Semiring S] (r : ℕ) (n : S) :
n * Polynomial.eval (n + 1) (ascPochhammer S r) = Polynomial.eval n (ascPochhammer S r) * (n + ↑r)
```
which this PR proves. Note that the multiplication order is changed so it doesn't require commutativity on S.
The old `ascPochhammer_nat_eval_succ` is now a specialization of the new `ascPochhammer_eval_succ` with `S = ℕ` & mul_comm, so it is redundant, thus deprecated.
---
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|
t-ring-theory |
12/13 |
Mathlib/RingTheory/Polynomial/Bernstein.lean,Mathlib/RingTheory/Polynomial/Pochhammer.lean |
2 |
4 |
['Ruben-VandeVelde', 'github-actions', 'mathlib-merge-conflicts', 'wwylele'] |
nobody |
17-86182 17 days ago |
18-1232 18 days ago |
58-79269 58 days |
0 |
| 38489 |
Jun2M author:Jun2M |
feat(Topology/Algebra/InfiniteSum): Generalize ENNReal lemmas |
This PR generalizes many theorems in Topology/Algebra/InfiniteSum/ENNReal.lean from `ENNREal` to any type that satisfies a list of order-related instances, mostly
`[CommMonoid α] [CompleteLattice α] [CanonicallyOrderedMul α] [TopologicalSpace α] [SupConvergenceClass α]`
Deprecation of the original `ENNReal` lemmas are done in the next PR: #38193.
Related Zulip thread: [#Is there code for X? > Summing `ENat`s without topology](https://leanprover.zulipchat.com/#narrow/channel/217875-Is-there-code-for-X.3F/topic/Summing.20.60ENat.60s.20without.20topology/with/588756615)
---
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|
t-topology |
239/5 |
Mathlib/MeasureTheory/Measure/CompleteLattice.lean,Mathlib/MeasureTheory/OuterMeasure/OfFunction.lean,Mathlib/Probability/ProbabilityMassFunction/Monad.lean,Mathlib/Topology/Algebra/InfiniteSum/Basic.lean,Mathlib/Topology/Algebra/InfiniteSum/ENNReal.lean,Mathlib/Topology/Algebra/InfiniteSum/Order.lean |
6 |
12 |
['Jun2M', 'SnirBroshi', 'github-actions', 'j-loreaux', 'mathlib-merge-conflicts', 'wwylele'] |
urkud assignee:urkud |
17-46591 17 days ago |
25-49600 25 days ago |
143-13750 143 days |
1 |
| 39387 |
marcelolynch author:marcelolynch |
feat(Tactic/Linter): add superfluousExpose linter |
Dual of `privateModule`: lints against `@[expose] public section`s where no declaration benefits from exposure, and suggests that you remove the `@[expose]` modifier. Downstream code typechecks the same after the removal.
A section-level `@[expose]` exposes exactly the bodies of the `def` declarations of the section. The linter skips generated declarations (`isAutoDecl`) and counts a constant as one that benefits from exposure when all four conditions hold:
- It is a `def` and its body is exposed (`Environment.hasExposedBody`). This rules out theorems, `opaque` and `partial def`s, private declarations, propositional instances, `@[no_expose]` and `meta` defs, and the parser descriptors of `notation` and `syntax`.
- The declaring command is not an `abbrev`. Lean exposes the body of an `abbrev` by its keyword, not by its reducibility, so a `@[reducible] def` does not qualify.
- It is not an instance (`isInstanceCore`) that an `instance`, `deriving instance`, `inductive`, `class inductive`, or `structure` command declared. An `@[instance] def` therefore keeps the rules of a `def`.
- It is not a structure projection.
Lean exposes the bodies in the last three cases in every public section, with or without the modifier. The linter reads the command kind through `set_option … in` and `open … in` wrappers; a `mutual` block or a macro gets no exemption. Every other exposed `def` counts as one that benefits, so the linter stays silent when in doubt and a reported section is safe to change.
The linter is a stateful linter (leanprover/lean4#14357). It tracks the regions where the scope is public and carries `expose`, and it classifies the constants of each command while the scopes of that command are active. Each expose section gets its own verdict, `scoped` and `local` instances classify correctly, and the warning points at the section header.
The known limitations are false negatives only, and the module docstring lists them. The main case is a hand-written meta-code def, such as a `def` of type `Simproc`, which counts as an ordinary def.
Includes test files covering positive and negative cases, one file per case. The first cleanup sweep, #39388, applied an earlier version of these suggestions to 136 files.
Relevant Zulip thread: https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Removing.20unnecessary.20.60.40.5Bexpose.5D.60/with/595180230
|
t-linter
LLM-generated
|
906/0 |
Mathlib.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Linter/SuperfluousExpose.lean,MathlibTest/Linter/SuperfluousExpose.lean,MathlibTest/Linter/SuperfluousExpose/Negative_DerivingDecidableEq.lean,MathlibTest/Linter/SuperfluousExpose/Negative_ExposeOnNonPublicSection.lean,MathlibTest/Linter/SuperfluousExpose/Negative_InstanceAttrDef.lean,MathlibTest/Linter/SuperfluousExpose/Negative_IrreducibleDef.lean,MathlibTest/Linter/SuperfluousExpose/Negative_NoExposeSection.lean,MathlibTest/Linter/SuperfluousExpose/Negative_PlainDef.lean,MathlibTest/Linter/SuperfluousExpose/Negative_ReducibleDef.lean,MathlibTest/Linter/SuperfluousExpose/Negative_ToAdditive.lean,MathlibTest/Linter/SuperfluousExpose/Negative_UnsafeDef.lean,MathlibTest/Linter/SuperfluousExpose/Positive_AbbrevOnly.lean,MathlibTest/Linter/SuperfluousExpose/Positive_ClassOnly.lean,MathlibTest/Linter/SuperfluousExpose/Positive_FileEndClose.lean,MathlibTest/Linter/SuperfluousExpose/Positive_Inductive.lean,MathlibTest/Linter/SuperfluousExpose/Positive_MultiSection.lean,MathlibTest/Linter/SuperfluousExpose/Positive_NestedExposeSection.lean,MathlibTest/Linter/SuperfluousExpose/Positive_NoExposeDef.lean,MathlibTest/Linter/SuperfluousExpose/Positive_Notation.lean,MathlibTest/Linter/SuperfluousExpose/Positive_PartialDef.lean,MathlibTest/Linter/SuperfluousExpose/Positive_ScopedLocalInstance.lean,MathlibTest/Linter/SuperfluousExpose/Positive_Structure.lean,MathlibTest/Linter/SuperfluousExpose/Positive_TheoremOnly.lean |
25 |
6 |
['eric-wieser', 'github-actions', 'joneugster', 'marcelolynch', 'ocfnash'] |
JovanGerb assignee:JovanGerb |
17-46587 17 days ago |
29-79781 29 days ago |
62-84328 62 days |
0 |
| 41258 |
ungatz author:ungatz |
feat(Analysis/Fourier/FiniteAbelian): add the Donoho-Stark support uncertainty principle |
This adds the Donoho–Stark support uncertainty inequality for the unitary Fourier transform on a finite abelian group, plus the supporting Fourier-inversion machinery indexed by the Pontryagin dual `AddChar G ℂ`.
The headline:
> **Theorem `AddChar.donoho_stark`.** For nonzero `f : G → ℂ`,
> `Fintype.card G ≤ (support f).ncard * (support (fourierTransform f)).ncard`,
> where `fourierTransform f ψ = |G|^(-1/2) * ∑ g, conj (ψ g) * f g` ranges over `ψ : AddChar G ℂ`.
The proof is the elementary (L¹, L∞) duality argument that any harmonic-analysis textbook gives for the classical `ZMod N` case; no Parseval or Cauchy–Schwarz is needed. The finite-abelian generalisation is folklore (stated in Tao–Vu *Additive Combinatorics* and Terras *Fourier Analysis on Finite Groups*); I did not find it formalised in Mathlib or any other major library.
### Why this belongs in Mathlib
Mathlib already has the supporting infrastructure — character theory of finite abelian groups (`Mathlib.Algebra.Group.AddChar`), character orthogonality and Pontryagin duality (`Mathlib.Analysis.Fourier.FiniteAbelian.{Orthogonality, PontryaginDuality}`). The Donoho–Stark inequality is the canonical application of all three, and its absence is a real gap: I needed it for a downstream operator-uncertainty result (a diagonal-operator `rank * Pauli-support` bound on the finite Heisenberg group reduces to it) and ended up proving it from scratch. Beyond that use, it is a standard tool in compressed sensing on finite abelian groups, additive combinatorics, and discrete signal recovery (the 1989 paper has ~3500 citations).
### What's in this PR
A single new file, `Mathlib/Analysis/Fourier/FiniteAbelian/DonohoStark.lean`:
- `AddChar.fourierTransform` — the unitary (symmetric) Fourier transform indexed by `AddChar G ℂ`;
- `AddChar.fourier_inversion` — the inversion formula;
- `AddChar.norm_fourierTransform_le`, `AddChar.norm_le_sum_norm_fourierTransform` — the two `L∞ ≤ |G|^(-1/2) · L¹` triangle bounds;
- `AddChar.donoho_stark` — the support uncertainty inequality.
Design choices I expect questions on, and my defaults:
- **`ℂ` rather than `RCLike`**: matches the cited literature and the cleanest home of `AddChar.norm_apply`; happy to generalise if preferred.
- **`Set.ncard` for support sizes**: avoids needing `DecidableEq ℂ` in the statement.
- **A new sibling file** of `Orthogonality.lean` / `PontryaginDuality.lean` rather than a subsection: orthogonality is the tool, Donoho–Stark is the application; can inline if preferred.
Deliberately *not* included: the diagonal-operator `rank * Pauli-support ≥ 2^n` corollary from my workspace — the Pauli-word machinery has no natural home in `Analysis/Fourier` yet; happy to factor it into a follow-up if there is interest.
### AI usage disclosure
Per the [AI contribution policy](https://leanprover-community.github.io/contribute/index.html): the original Lean proof was generated by **Aristotle** (Harmonic AI's automated proof system) from a dispatch containing the statement and the (L¹, L∞) proof strategy, as part of my PhD research workspace. I audited the delivery line by line against Donoho–Stark 1989 (the dispatch also produced a kernel-checked counterexample to a tempting wrong variant — replacing rank by the count of distinct eigenvalues — which the 2×2 identity falsifies). The file here is my adaptation to Mathlib conventions and to current master (module system, `Set.ncard` statement, robust cast handling in the inversion proof), with final tactic-level repairs done with the assistance of Claude (Anthropic). I understand and can defend every line without AI assistance. Please add the `LLM-generated` label (I cannot set labels myself).
### Test plan
- [x] `lake build Mathlib.Analysis.Fourier.FiniteAbelian.DonohoStark` clean (0 errors, 0 warnings).
- [x] `#print axioms` on all five declarations: `[propext, Classical.choice, Quot.sound]`.
- [x] `lake exe lint-style` clean; all lines ≤ 100 chars.
- [x] `Mathlib.lean` updated in alphabetical position.
- [x] Imports minimal (`PontryaginDuality` + `RCLike.Basic` only).
### Reference
Donoho, D. L. and Stark, P. B. (1989). *Uncertainty principles and signal recovery.* SIAM Journal on Applied Mathematics, **49**(3): 906–931. https://doi.org/10.1137/0149053
---
|
t-analysis
new-contributor
LLM-generated
|
283/0 |
Mathlib.lean,Mathlib/Analysis/Fourier/FiniteAbelian/DonohoStark.lean |
2 |
4 |
['YaelDillies', 'copilot-pull-request-reviewer', 'felixpernegger', 'github-actions'] |
fpvandoorn assignee:fpvandoorn |
17-46581 17 days ago |
104-52268 104 days ago |
104-51933 104 days |
0 |
| 43229 |
yui9696 author:yui9696 |
feat(Probability/Moments): probability generating function |
Define the probability generating function `pgf X μ t = μ[t ^ X]` of an `ℕ`-valued random variable, mirroring the `mgf` API in `Mathlib/Probability/Moments/Basic.lean`.
API:
- values at `0` and `1`, nonnegativity, monotonicity and boundedness on `[0, 1]`;
- `integrable_pow_pgf`: the defining integrand is integrable on `[-1, 1]` for any finite measure;
- congruence lemmas (`pgf_congr`, `pgf_id_map`, `pgf_congr_identDistrib`);
- `pgf_eq_tsum`: the power-series form `pgf X μ t = ∑' n, μ.real (X ⁻¹' {n}) * t ^ n`;
- `pgf_exp_eq_mgf`: the bridge to the moment-generating function;
- `IndepFun.pgf_add` / `iIndepFun.pgf_sum`: the product formula for sums of independent variables.
Main result: `map_eq_map_of_pgf_eq` — **the generating function determines the law**. The point masses are read off as the coefficients of a power series of radius at least 1 (via `FormalMultilinearSeries.ofScalars`), and the uniqueness of power-series coefficients recovers them from the function.
Everything is stated for a general (finite) measure where possible, with `IsProbabilityMeasure` only where it is genuinely needed.
🤖 Generated with [Claude Code](https://claude.com/claude-code) |
t-measure-probability
LLM-generated
new-contributor
|
234/0 |
Mathlib.lean,Mathlib/Probability/Moments/PGF.lean |
2 |
3 |
['github-actions', 'yui9696'] |
RemyDegenne assignee:RemyDegenne |
17-46576 17 days ago |
44-83531 44 days ago |
44-83196 44 days |
0 |
| 37456 |
Robertboy18 author:Robertboy18 |
feat(LinearAlgebra/AffineSpace): add parallel form of Desargues's theorem |
This PR adds an affine parallel form of the Desargues theorem, following the related Rocq/Coq affine-geometry statement.
**Main changes**
- New file `Mathlib/LinearAlgebra/AffineSpace/Desargues.lean` with `parallel_third_side_of_perspective`.
- Add the corresponding `public import` to `Mathlib.lean`.
**Proof idea**
The proof compares side vectors using `exists_eq_smul_of_parallel` for the two given pairs of parallel sides. The shared comparison along `SA` forces the same scalar, which gives parallelism of the third pair of sides.
Tests: `lake build Mathlib.LinearAlgebra.AffineSpace.Desargues`
AI disclosure: GPT-5.2 Pro was used for assistance with web search/background details about the theorem and for finding useful existing Mathlib lemmas. The theorem statement and Lean formalization were written and checked by hand.
---
[](https://gitpod.io/from-referrer/) |
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
133/0 |
Mathlib.lean,Mathlib/LinearAlgebra/AffineSpace/Desargues.lean |
2 |
22 |
['Robertboy18', 'SnirBroshi', 'copilot-pull-request-reviewer', 'eric-wieser', 'github-actions', 'mathlib-merge-conflicts', 'wwylele'] |
nobody |
17-45689 17 days ago |
38-76741 38 days ago |
64-11922 64 days |
0 |
| 44206 |
urkud author:urkud |
feat(Asymptotics/TVS): add `IsLittleOTVS.sum` and `IsBigOTVS.sum` |
Add versions of `IsLittleO.sum`/`IsBigO.sum` for the TVS-valued
asymptotics, and move the shared typeclass assumptions of the lemmas
about sums of two functions to a `variable` line.
Extracted by Claude from a larger refactor written by Yury.
Co-authored-by: Claude Opus 5 <noreply@anthropic.com>
---
Preparation for generalizing `Mathlib/Analysis/Calculus/FDeriv/` to
topological vector spaces: `IsLittleOTVS.sum` is used to prove
`HasFDerivAtFilter.sum` in that generality.
|
t-analysis |
21/12 |
Mathlib/Analysis/Asymptotics/TVS.lean |
1 |
1 |
['github-actions'] |
nobody |
17-38392 17 days ago |
17-50201 17 days ago |
17-49866 17 days |
0 |
| 44217 |
mitchell-horner author:mitchell-horner |
chore(Combinatorics/SimpleGraph): update notation such that `I` is contained `H` is contained in `G` |
Updates the notation in Copy.lean to enforce `I` is contained in `H` is contained in `G`.
---
<!-- Your PR title will become the first line of the commit message.
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I noticed that (1) the variable order of containment was different across this file and (2) the docstrings were incorrect.
This pull request corrects the docstrings and updates the variable order to:
```
(I : SimpleGraph X) ⊑ (H : SimpleGraph W) ⊑ (G : SimpleGraph V)
```
This fixes (2) but I figure the fix for (1) is opinion. I prefer this order (reverse alphabetical for both `G`, `H`, `I` and `V`, `W`, `X`). |
t-combinatorics |
93/93 |
Mathlib/Combinatorics/SimpleGraph/Copy.lean |
1 |
3 |
['Parcly-Taxel', 'SnirBroshi', 'github-actions', 'mitchell-horner'] |
nobody |
17-24765 17 days ago |
18-42682 18 days ago |
18-42347 18 days |
0 |
| 44241 |
thomaskwaring author:thomaskwaring |
feat(Basic/Rel): relation composition preserves unions |
Add the binary counterpart to `SetRel.comp_iUnion` and friends. |
t-data |
6/0 |
Mathlib/Basic/Rel.lean |
1 |
1 |
['github-actions'] |
nobody |
17-11297 17 days ago |
17-13541 17 days ago |
17-13206 17 days |
0 |
| 43281 |
keyframe41 author:keyframe41 |
feat(NumberTheory/DiophantineApproximation): prove Hurwitz's approximation theorem |
Prove **Hurwitz's approximation theorem**: for irrational `ξ`, the set of rationals `q` with `|ξ - q| < 1 / (√5 * q.den ^ 2)` is infinite.
This strengthens `Real.infinite_rat_abs_sub_lt_one_div_den_sq_of_irrational` from`Mathlib/NumberTheory/DiophantineApproximation/Basic.lean`, which gives the same statement with constant `1` instead of `√5`. The constant `√5` is optimal, though the sharpness (using the golden ratio) is not included here.
The proof avoids continued fractions and opts for Farey brackets (quadruples `p/q < ξ < r/s` with `q * r - p * s = 1`) packaged as `Real.Hurwitz.IsFarey`. It uses the fact that at least one of `p/q`, `r/s`, and the mediant `(p + r)/(q + s)` satisfies the bound, as if not, we can contradict the irrationality of `√5`. By creating brackets of arbitrarily small width, infinitude follows by the same argument as in `Basic.lean`.
Some design choices:
* No `GenContFract` to avoid continued fractions/recursive sequences. This also follows the spirit of `Basic.lean`, which defines its own `Real.convergent` rather than building Legendre's theorem on `GenContFract.convs`.
* `Real.Hurwitz` namespace. Mirrors `Real.ContfracLegendre` in `Basic.lean` by putting the main result in `Real` and the technical material in a secondary namespace.
* `IsGoodApprox` is stated without division ** as `|y * ξ - x| * y * √5 < 1` for easier manipulation and linked to the quotient form in the actual theorem using `Real.Hurwitz.isGoodApprox_div_bound`.
---
I used Claude which suggested the overall strategy/lemmas and reviewed naming and documentation against the mathlib conventions. All proofs are my own. As a first-time contributor, AI was also used to help in learning Lean.
<!-- Your PR title will become the first line of the commit message.
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may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
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the commit message (that is, directly before the `---`) using the following format:
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[](https://gitpod.io/from-referrer/)
|
t-number-theory
new-contributor
|
359/0 |
Mathlib.lean,Mathlib/NumberTheory/DiophantineApproximation/Hurwitz.lean |
2 |
11 |
['SnirBroshi', 'github-actions'] |
loefflerd assignee:loefflerd |
16-83743 16 days ago |
43-24003 43 days ago |
43-24867 43 days |
0 |
| 42072 |
joneugster author:joneugster |
feat(scripts/autolabel): use PR-title to find labels |
If present, use the paths specified in the PR title to determine labels. If this fails, fall back to the existing `git diff` logic.
- further: cleanup to use `githubAnnotation` consistently throughout the script. (the helper itself could be refactored to make some arguments optional, I'd prefer doing that in a follow-up)
---
<!-- Your PR title will become the first line of the commit message.
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each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
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the commit message (that is, directly before the `---`) using the following format:
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at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
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- ...
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- Nat.bit1_add_bit1
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-->
[](https://gitpod.io/from-referrer/)
|
CI |
48/12 |
.github/workflows/add_label_from_diff.yaml,scripts/autolabel.lean |
2 |
5 |
['SnirBroshi', 'github-actions', 'joneugster', 'mathlib-merge-conflicts'] |
nobody |
16-83399 16 days ago |
16-84299 16 days ago |
31-61833 31 days |
0 |
| 43983 |
JX-Mo author:JX-Mo |
chore(RepresentationTheory/Rep/Res): remove a layer on `Rep.res` |
Define directly `abbrev res (f : H →* G) (A : Rep k G) := of (A.ρ.comp f)` and golf. |
t-algebra label:t-algebra$ |
14/17 |
Mathlib/RepresentationTheory/Coinduced.lean,Mathlib/RepresentationTheory/Homological/GroupCohomology/Functoriality.lean,Mathlib/RepresentationTheory/Homological/GroupHomology/Functoriality.lean,Mathlib/RepresentationTheory/Rep/Res.lean |
4 |
11 |
['JX-Mo', 'Whysoserioushah', 'github-actions', 'leanprover-radar'] |
nobody |
16-81618 16 days ago |
24-5504 24 days ago |
24-25105 24 days |
3 |
| 44001 |
joneugster author:joneugster |
feat(scripts): synchronise WIP label with draft status |
Add script `sync_wip_label.yml` which ensures that the "WIP" label is present if and only if the PR is a draft.
This triggers on both events, label changes and draft status changes and updates the other one accordingly.
- further: some cleanup in `labels_from_comment.yml`. I first thought I had to add a snippet there to update the draft status whenever the "WIP" label was changed through a comment. This is not necessary anymore, but I did leave the cleanup changes in this PR.
---
Things to note:
- if the script applies a change, it immediately retriggers itself, but this time its a no-op
- `gh` vs. `curl`: it seems overall we have been using `curl` more often. However, it is not possible to change the draft status over `curl` using the REST endpoint, thus this PR uses `gh`.
- AI-usage: an interactive chat model has been used to get an initial draft of the YAML file, to explore github API docs, and to do a review of what I've written.
### Documentation
- [pull_request_target](https://docs.github.com/en/actions/reference/workflows-and-actions/workflow-syntax#onpull_requestpull_request_targetbranchesbranches-ignore)
- [actions triggering workflows](https://docs.github.com/en/actions/reference/workflows-and-actions/events-that-trigger-workflows#pull_request_target)
### Testing (does not apply anymore after the first review)
Here is the local testing setup to verify the bash code. PR ##44004 can be used for this.
<details>
Locally with `gh` installed, this can be triggered manually:
Initially, set up the following variables:
```bash
export PR_NUMBER=44004
export REPO=leanprover-community/mathlib4
export CHANGED_LABEL="WIP"
```
`IS_DRAFT` can be updated manually. You might need to do this after each test:
```bash
export IS_DRAFT=$(gh pr view "$PR_NUMBER" --repo "$REPO" --json isDraft --jq '.isDraft')
```
Then choose an action:
```bash
export ACTION=converted_to_draft. # will add WIP
export ACTION=ready_for_review. # will remove WIP
export ACTION=labeled # convert to draft
export ACTION=unlabeled # mark ready for reviewing
```
after that, you can copy the `case` block from this PR into your bash and observe the changes made to #44004
</details>
[](https://gitpod.io/from-referrer/)
|
CI |
48/4 |
.github/workflows/labels_from_comment.yml,.github/workflows/sync_wip_label.yml,docs/workflows.md |
3 |
22 |
['SnirBroshi', 'bryangingechen', 'github-actions', 'joneugster'] |
nobody |
16-76369 16 days ago |
23-82608 23 days ago |
23-82273 23 days |
0 |
| 43153 |
NoahW314 author:NoahW314 |
feat(Data/Finsupp/Basic): range of `equivMapDomain` |
---
<!-- Your PR title will become the first line of the commit message.
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-->
[](https://gitpod.io/from-referrer/)
|
t-data |
9/0 |
Mathlib/Data/Finsupp/Basic.lean |
1 |
3 |
['BoltonBailey', 'NoahW314', 'github-actions'] |
nobody |
16-73493 16 days ago |
18-38524 18 days ago |
38-26500 38 days |
0 |
| 44227 |
mitchell-horner author:mitchell-horner |
chore(Combinatorics/SimpleGraph): remove `backward.isDefEq.respectTransparency.types` from `ErdosStoneSimonovits` and golf theorems |
Removes `backward.isDefEq.respectTransparency.types` from ErdosStoneSimonovits.lean and golfs several theorems.
---
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- Nat.bit1_add_bit1
- ...
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-->
|
tech debt
t-combinatorics
maintainer-merge
|
58/68 |
Mathlib/Combinatorics/SimpleGraph/CompleteMultipartite.lean,Mathlib/Combinatorics/SimpleGraph/Extremal/ErdosStoneSimonovits.lean |
2 |
13 |
['SnirBroshi', 'github-actions', 'grunweg', 'mitchell-horner'] |
nobody |
16-46103 16 days ago |
17-26556 17 days ago |
17-32401 17 days |
0 |
| 43569 |
kim-em author:kim-em |
refactor(ModuleCat): state pushforward coherence without identifying functor bracketings |
This PR makes the pushforward of (pre)sheaves of modules along the identity functor and along a composition of functors honestly typed. Currently `pushforwardId` takes `𝟙 S` at the type `S ⟶ (𝟭 C).op ⋙ S` and `pushforwardComp` takes `φ ≫ whiskerLeft F.op ψ` at the type `S ⟶ (F ⋙ G).op ⋙ T`, which only elaborate because `Functor.comp`, `Functor.id` and `Functor.op` unfold. The new `pushforwardIdHom` and `pushforwardCompHom` are the unitor and associator composed with `Functor.opId`/`Functor.opComp` (see `pushforwardIdHom_eq` and `pushforwardCompHom_eq`), and the associativity and unitality isomorphisms of pushforward and pullback are transported along the functor associator and unitors through the new `pushforwardCongr₂`/`pullbackCongr₂` (added at the presheaf level, together with `pushforwardCongr`, `pushforwardNatTrans` and `pushforwardNatIso`). The scheme-level pseudofunctor coherence lemmas in `AlgebraicGeometry.Modules.Sheaf` are reproved from these, and `Adjunction.leftAdjointCompIso_trans` is added for that purpose.
It is extracted from Paul Reichert's experiment making `Functor.comp` and `Functor.id` `instance_reducible` (https://github.com/leanprover-community/mathlib4/compare/master...leanprover-community:mathlib4-nightly-testing:datokrat/functorcomp, discussed at https://leanprover.zulipchat.com/#narrow/channel/113488-general/topic/backward.2EisDefEq.2ErespectTransparency), and is the (pre)sheaf-of-modules half of https://github.com/leanprover-community/mathlib4/pull/43566; it is independent of that PR.
🤖 Prepared with Claude Code |
tech debt
t-category-theory
|
480/131 |
Mathlib/Algebra/Category/ModuleCat/Presheaf.lean,Mathlib/Algebra/Category/ModuleCat/Presheaf/Pullback.lean,Mathlib/Algebra/Category/ModuleCat/Presheaf/Pushforward.lean,Mathlib/Algebra/Category/ModuleCat/Sheaf/PullbackContinuous.lean,Mathlib/Algebra/Category/ModuleCat/Sheaf/PushforwardContinuous.lean,Mathlib/Algebra/Category/ModuleCat/Sheaf/Quasicoherent.lean,Mathlib/AlgebraicGeometry/Modules/Sheaf.lean,Mathlib/CategoryTheory/Adjunction/CompositionIso.lean,Mathlib/Topology/Sheaves/Module.lean |
9 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
16-40459 16 days ago |
16-41598 16 days ago |
34-49932 34 days |
0 |
| 36937 |
Yaohua-Leo author:Yaohua-Leo |
feat(Algebra/Jordan): add first linearization lemmas for IsCommJordan |
[](https://gitpod.io/from-referrer/)
AI assistance disclosure: I used AI assistance for CI/debugging and module-structure fixes in this PR. The mathematical content and main lemmas were written by me, with help from @pelicanhere.
This PR adds a new file `Mathlib/Algebra/Jordan/Linearization.lean` containing linearization lemmas for the commutative Jordan identity.
Main declarations:
* `IsCommJordan.four_nsmul_associator_mul_add`
* `IsCommJordan.associator_mul_add`
These lemmas formalize a first linearization of the commutative Jordan identity using `associator`, following McCrimmon, Proposition 1.8.5.
---
I put these lemmas in a separate file because I expect follow-up linearization lemmas to belong naturally in the same place.
I am also happy to rename declarations or move the file if reviewers would prefer. |
t-algebra
new-contributor
label:t-algebra$ |
152/90 |
Mathlib.lean,Mathlib/Algebra/Jordan/Basic.lean,Mathlib/Algebra/Jordan/Linearization.lean |
3 |
8 |
['Yaohua-Leo', 'github-actions', 'grunweg', 'ocfnash'] |
ocfnash assignee:ocfnash |
16-27730 16 days ago |
16-50904 16 days ago |
29-61379 29 days |
0 |
| 42720 |
justinhalford author:justinhalford |
feat(Order/KrullDimension): level sets of height are antichains |
Adds one lemma to `Mathlib/Order/KrullDimension.lean`, directly after `height_strictMono`:
```lean
lemma isAntichain_lt_height_preimage {n : ℕ∞} (hn : n ≠ ⊤) :
IsAntichain (· < ·) {x : α | height x = n}
```
Elements sharing a common *finite* height are pairwise incomparable — the level sets of `height` are antichains.
### Why
This is the combinatorial content of **Mirsky's theorem**, which partitions a finite-dimensional order into `krullDim + 1` antichains (and is the easy dual of Dilworth's theorem). Neither Mirsky nor Dilworth currently appears in Mathlib — both are on the tracked list in `docs/1000.yaml` without a `decl`, and searching for `Mirsky` and `Dilworth` returns nothing.
Rather than introduce the partition machinery up front, this contributes the underlying fact, which is what any route to Mirsky needs and is independently useful for reasoning about graded and finite-dimensional orders.
### Design
Stated with `(· < ·)` rather than `(· ≤ ·)` so that it lives in the existing `[Preorder α]` section and needs no antisymmetry; in a partial order the two coincide for distinct elements. The hypothesis is `n ≠ ⊤` rather than a finiteness typeclass, which keeps it usable without extra assumptions — `height_strictMono` needs exactly that much.
### Proof
Three lines on `height_strictMono`, immediately above it in the same file.
### Verification
Compiles against `master` with no errors or warnings. `#print axioms` reports only `[propext, Classical.choice, Quot.sound]`. No new imports or definitions — `+11 -0` in one file.
### Disclosure
Written with AI assistance (Claude Opus 5) and checked against the Lean kernel; I have read the statement and proof before submitting. Happy to rename, or to restate as `IsAntichain (· ≤ ·)` in a `PartialOrder` section if that is preferred.
|
t-order
new-contributor
|
11/0 |
Mathlib/Order/KrullDimension.lean |
1 |
5 |
['github-actions', 'theebayuser'] |
nobody |
16-26770 16 days ago |
62-12625 62 days ago |
62-12290 62 days |
0 |
| 44228 |
Nicola9Falciola author:Nicola9Falciola |
feat(LinearAlgebra/Matrix/Transvection): add the api for define the elementary subgroup |
---
This PR adds API for transvections, needed to define the elementary subgroup `E(n, R)` of
`SL(n, R)` in a follow-up PR.
In `Mathlib/LinearAlgebra/Matrix/Transvection.lean`:
- `Matrix.map_transvection`: `(transvection i j c).map f = transvection i j (f c)`
- `Matrix.transvection_mul_transvection_mul_transvection_neg_mul_transvection_neg`:
the explicit formula for writing the commutator of transvections
- `Matrix.TransvectionStruct.reindexEquiv_surjective`
- `Matrix.TransvectionStruct.map`: apply a ring hom to the coefficient, with `map_toMatrix`,
`map_surjective` and `toMatrix_mem_range_map`
In `Mathlib/LinearAlgebra/Matrix/SpecialLinearGroup.lean`:
- `SpecialLinearGroup.sumInl`: the embedding `SL(n, R) →* SL(n ⊕ p, R)`, `A ↦ !![A, 0; 0, 1]`,
with `coe_sumInl`, this will be necessary for induction argument over the index type.
- `SpecialLinearGroup.commutatorElement_transvection`:
`⁅transvection hij a, transvection hjk b⁆ = transvection hik (a * b)`
- `SpecialLinearGroup.map_transvection`
- `TransvectionStruct.map_toSpecialLinearGroup`, `toSpecialLinearGroup_mem_range_map`,
`sumInl_toSpecialLinearGroup`,
`coe_list_prod_toSpecialLinearGroup`, and `mem_range_sumInl_iff`
The surjective and `SpecialLinearGroup.sumInl` API will be needed to simplify the arguments involving
proving `E(n, R) = SL(n, R)` .
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|
t-algebra label:t-algebra$ |
116/1 |
Mathlib/LinearAlgebra/Matrix/SpecialLinearGroup.lean,Mathlib/LinearAlgebra/Matrix/Transvection.lean |
2 |
2 |
['github-actions'] |
nobody |
15-81203 15 days ago |
15-85683 15 days ago |
18-4020 18 days |
1 |
| 44093 |
grunweg author:grunweg |
chore: fix more congruence lemmas |
A `congr` should vary all its explicit arguments, not just some of them. This issue is documented on the docstring of the `@[congr]` attribute, but there is no warning when you write a bad `@[congr]` lemma.
Whenever a lemma seemed used sufficiently often, we fixed the congruence lemma by adding a new variant, with a primed name and the additional arguments varied also.
Found by the linter in #43692; these should be all remaining bad lemmas in mathlib.
---
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|
t-algebra
tech debt
label:t-algebra$ |
74/38 |
Mathlib/Algebra/MonoidAlgebra/Module.lean,Mathlib/Data/Finset/Filter.lean,Mathlib/Data/Finset/Fold.lean,Mathlib/Data/Finsupp/Basic.lean,Mathlib/Data/List/Basic.lean,Mathlib/Data/List/Find.lean,Mathlib/Data/List/Zip.lean,Mathlib/Data/Multiset/Bind.lean,Mathlib/Data/Multiset/Filter.lean,Mathlib/Data/Multiset/Find.lean,Mathlib/Data/Set/Image.lean,Mathlib/Data/Set/NAry.lean,Mathlib/Data/Sym/Basic.lean,Mathlib/Data/Sym/Card.lean,Mathlib/Data/Sym/Sym2.lean,Mathlib/Geometry/Convex/ConvexSpace/Defs.lean,Mathlib/LinearAlgebra/Finsupp/Supported.lean,Mathlib/LinearAlgebra/QuadraticForm/Signature.lean |
18 |
5 |
['github-actions', 'grunweg', 'j-loreaux', 'mathlib-merge-conflicts'] |
nobody |
15-79784 15 days ago |
15-85805 15 days ago |
18-81026 18 days |
0 |
| 41478 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Paths): more length upper bounds |
Bound the lengths of trails/paths/circuits/cycles by `ENat.card V`/`Nat.card V`/`G.edgeSet.encard`/`G.edgeSet.ncard`.
---
I then used these to slightly golf some other lemmas.
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
38/28 |
Mathlib/Combinatorics/SimpleGraph/Paths.lean |
1 |
3 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
15-78292 15 days ago |
15-79414 15 days ago |
60-58768 60 days |
0 |
| 41260 |
SnirBroshi author:SnirBroshi |
feat(GroupTheory/Exponent): the order of a group divides a power of its exponent |
For finite groups:
- `(Monoid.exponent G).primeFactors = (Nat.card G).primeFactors`
- `Nat.card G ∣ Monoid.exponent G ^ Nat.card G`
---
This requires importing Cauchy's theorem (`GroupTheory.Perm.Cycle.Type`) in `Exponent.lean` which I'm not sure about, but the alternatives are either moving the theorems to `PGroup.lean`, or creating a new file with a strange name like `ExponentLemmas.lean`.
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[](https://gitpod.io/from-referrer/)
|
t-group-theory
large-import
|
27/3 |
Mathlib/GroupTheory/Exponent.lean,Mathlib/GroupTheory/Perm/Cycle/Type.lean |
2 |
14 |
['SnirBroshi', 'github-actions', 'mathlib-merge-conflicts', 'ocfnash', 'tb65536'] |
riccardobrasca assignee:riccardobrasca |
15-76482 15 days ago |
15-78395 15 days ago |
103-61555 103 days |
0 |
| 44294 |
harahu author:harahu |
doc(RepresentationTheory): add module doc headers for Action and Equiv |
Add H1 module doc headers for `Mathlib/RepresentationTheory/Action.lean` and `Mathlib/RepresentationTheory/Equiv.lean`.
Split out from #42795 to allow the mechanical header cleanups to be merged separately.
---
[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
5/1 |
Mathlib/RepresentationTheory/Action.lean,Mathlib/RepresentationTheory/Equiv.lean |
2 |
1 |
['github-actions'] |
nobody |
15-73640 15 days ago |
15-74445 15 days ago |
15-74110 15 days |
0 |
| 37298 |
artie2000 author:artie2000 |
refactor(Algebra/Order): unbundle group and ring cone |
* Unbundle `GroupCone` and `RingCone` using `Submonoid.IsMulPointed`
This PR deprecates the [GroupCone](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Algebra/Order/Group/Cone.html#GroupCone) and [RingCone](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Algebra/Order/Ring/Cone.html#RingCone) structures, making use of the predicates `Submonoid.IsMulPointed` and `AddSubmonoid.IsPointed` defined in that file instead.
These predicates allow us to treat uniformly
* positive cones in groups and rings
* pointed cones in vector spaces over an ordered field
* orderings in rings
This reduces duplication of theorems.
Unbundling group and ring cones is further justified by the principle that there are no new operations on them: they correspond to operations on the underlying submonoids and subsemirings, respectively. See the discussion at https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/When.20should.20subobjects.20be.20bundled.3F/with/609099816
See also #36863 for the analogous change to ring orderings.
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra
large-import
increases-technical-debt
maintainer-merge
label:t-algebra$ |
127/29 |
Mathlib/Algebra/Group/Submonoid/Support.lean,Mathlib/Algebra/Order/Group/Cone.lean,Mathlib/Algebra/Order/Ring/Cone.lean |
3 |
37 |
['Vierkantor', 'YaelDillies', 'artie2000', 'github-actions', 'joneugster', 'mathlib-merge-conflicts'] |
nobody |
15-73636 15 days ago |
15-75000 15 days ago |
78-7140 78 days |
1 |
| 43528 |
joelriou author:joelriou |
feat(Geometry/Convex): the simplicial set of affine simplices of a convex space |
Let `Y` be a `R`-convex space. In this file, we introduce the simplicial set `toSSet R Y` whose `n`-simplices are affine maps from the standard `n`-dimensional simplex to `Y`. (When `R := ℝ` and `Y` has a suitable topology, this identifies to a subcomplex of the singular simplicial set of the topological space `Y`.)
From https://github.com/joelriou/excision
---
- [x] depends on: #43524
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[](https://gitpod.io/from-referrer/)
|
t-convex-geometry |
188/0 |
Mathlib.lean,Mathlib/AlgebraicTopology/SimplexCategory/Basic.lean,Mathlib/Geometry/Convex/ConvexSpace/ToSSet.lean |
3 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
15-71474 15 days ago |
27-3929 27 days ago |
27-4510 27 days |
0 |
| 42649 |
vlad902 author:vlad902 |
chore(RingTheory): delete outdated `proof_wanted` |
[`MvPolynomial.ringKrullDim_of_isNoetherianRing`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/RingTheory/KrullDimension/Polynomial.html#MvPolynomial.ringKrullDim_of_isNoetherianRing) was added two years after this `proof_wanted` and is nearly identical. The difference is that it is defined for arbitrary index sets instead of `Fin` and for `CommRing` instead of `CommSemiring`. This is an artifact of `Ideal.height` being defined for `CommRing`s and `ringKrullDim` for `CommSemiring`s. Otherwise I think the original intention of this `proof_wanted` has already been satisfied.
---
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|
file-removed
t-ring-theory
|
0/16 |
Wanted.lean,Wanted/RingTheory/KrullDimension/Basic.lean |
2 |
1 |
['artie2000', 'github-actions'] |
nobody |
15-61272 15 days ago |
63-84129 63 days ago |
63-83794 63 days |
0 |
| 42874 |
teorth author:teorth |
feat(RingTheory/MvPolynomial/Symmetric): basic API lemmas for Multiset.esymm |
Add basic lemmas for the elementary symmetric functions `Multiset.esymm`: `esymm_cons`, `esymm_zero`, `esymm_one`, `esymm_card`, `esymm_eq_zero_of_card_lt`, `two_mul_esymm_two`, and `esymm_map_inv` (with a private auxiliary). Also drop the redundant `@[simp]` on `esymm_pair_one`, which is now provable by `simp` from `esymm_one`.
---
The code here was prepared with AI assistance, but then golfed and reviewed by myself. It will be used in a forthcoming PR on the Newton and Maclaurin inequalities.
[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
32/0 |
Mathlib/RingTheory/MvPolynomial/Symmetric/Defs.lean |
1 |
8 |
['felixpernegger', 'github-actions', 'teorth', 'vlad902'] |
nobody |
15-49646 15 days ago |
15-50840 15 days ago |
16-54227 16 days |
1 |
| 41327 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Subgraph): `induce` lemmas |
`Subgraph.induce` API for sup / inf / iSup / iInf / inter / iUnion / iInter (union already exists)
---
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|
t-combinatorics |
58/0 |
Mathlib/Combinatorics/SimpleGraph/Subgraph.lean |
1 |
1 |
['github-actions'] |
b-mehta assignee:b-mehta |
15-46590 15 days ago |
102-80656 102 days ago |
102-80321 102 days |
0 |
| 43440 |
Raph-DG author:Raph-DG |
feat(AlgebraicGeometry): serre's R_k condition for schemes |
In this PR, we define Serre's R_k condition. We also show that R_1 is equivalent to all local rings in codimension one being DVRs, though we show this under the assumption that the local rings are all domains. This assumption can be dropped once #28683 is merged.
AI disclosure: assisted by claude opus 5
---
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|
t-algebraic-geometry |
104/0 |
Mathlib.lean,Mathlib/AlgebraicGeometry/RegularInCodimension.lean |
2 |
14 |
['Brian-Nugent', 'Raph-DG', 'github-actions', 'justus-springer'] |
mattrobball assignee:mattrobball |
15-46585 15 days ago |
29-57667 29 days ago |
39-40139 39 days |
0 |
| 43250 |
WenrongZou author:WenrongZou |
chore(Valuation/Integers): rename `Valuation.Integers` to `Valuation.IsIntegers` |
I think [`Valuation.Integers`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/RingTheory/Valuation/Integers.html#Valuation.Integers) is the characteristic predicate. If this is not what we want, I am happy to add a characteristic predicate in this file.
---
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|
t-ring-theory |
193/61 |
Mathlib/NumberTheory/Padics/Complex.lean,Mathlib/RingTheory/DedekindDomain/AdicValuation.lean,Mathlib/RingTheory/DiscreteValuationRing/Basic.lean,Mathlib/RingTheory/Perfection.lean,Mathlib/RingTheory/Valuation/Archimedean.lean,Mathlib/RingTheory/Valuation/Discrete/Basic.lean,Mathlib/RingTheory/Valuation/Discrete/IsDiscreteValuationRing.lean,Mathlib/RingTheory/Valuation/Integers.lean,Mathlib/RingTheory/Valuation/Integral.lean,Mathlib/RingTheory/Valuation/ValuationRing.lean,Mathlib/RingTheory/Valuation/ValuationSubring.lean,Mathlib/Topology/Algebra/Valued/LocallyCompact.lean |
12 |
19 |
['WenrongZou', 'b-mehta', 'github-actions', 'jcommelin', 'mathlib-bors', 'riccardobrasca'] |
nobody |
15-13918 15 days ago |
15-13918 15 days ago |
30-35527 30 days |
0 |
| 43578 |
WilliamCoram author:WilliamCoram |
feat: identifying WithZero (Multiplicative M) and WithTop M |
We identify `Mᵐ⁰ = WithZero (Multiplicative M)` with `WithTop M` in the form of an order-and-additive isomorphism.
In future work this will allow us to define additive valuations from valuations with a usable target (specifically attaching to a rank one discrete valuation an additive valuation into WithTop Z).
AI usage:
The need of attaching additive valuations to valuations came up in my Newton polygon work - after some discussion with people and Claude this was the approach I felt worked best for me. The file was drafted and written by Claude with my input and cleaning.
---
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|
LLM-generated
t-algebra
label:t-algebra$ |
142/0 |
Mathlib.lean,Mathlib/Algebra/Order/GroupWithZero/NegLog.lean |
2 |
3 |
['Multramate', 'github-actions'] |
nobody |
14-76200 14 days ago |
35-84413 35 days ago |
35-84317 35 days |
1 |
| 33864 |
Timeroot author:Timeroot |
feat(Computability/Primrec): Proving several Nat arithmetic functions are primrec |
Prove that gcd, lcm, coprimality, divisiblity, primality, factorial, descending factorial, powers, and various logarithms are all primitive recursive.
Co-authored-by: Aristotle Harmonic <[aristotle-harmonic@harmonic.fun](mailto:aristotle-harmonic@harmonic.fun)>
|
large-import
t-computability
|
195/3 |
Mathlib.lean,Mathlib/Computability/Primrec/List.lean,Mathlib/Computability/Primrec/Nat.lean,Mathlib/Data/Nat/Log.lean |
4 |
9 |
['eric-wieser', 'github-actions', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot'] |
nobody |
14-70591 14 days ago |
14-72513 14 days ago |
108-60316 108 days |
0 |
| 44297 |
langston-barrett author:langston-barrett |
feat(Data/FinEnum): `Std.PRange.LawfulUpwardEnumerable` instance |
---
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I'm not sure how Mathlib feels about interfacing with std constructs, but I was looking for something along the lines of `succMany?` and found `Std.PRange.LawfulUpwardEnumerable`, so I figured I'd implement it and see what the appetite is. Even if we don't decide to use this particular typeclass, the underlying functionality still seems useful.
This is my first ever Lean development, so I would greatly appreciate any tips and feedback on the style!
I wrote all of this by hand, though I asked some questions about Lean to GPT 5.6 Luna along the way.
A `LinearlyUpwardEnumerable` instance would be a good follow-up. |
t-data
new-contributor
|
112/0 |
Mathlib/Data/FinEnum.lean |
1 |
3 |
['github-actions', 'langston-barrett'] |
nobody |
14-60915 14 days ago |
14-70208 14 days ago |
14-77631 14 days |
0 |
| 44328 |
Multramate author:Multramate |
chore: fix misspelling `supsets` in `Set.sUnion_mono_supsets` |
Fixes the misspelling `supsets` in `Set.sUnion_mono_supsets`.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code) |
t-data
LLM-generated
|
3/1 |
Mathlib/Data/Set/Lattice/Bounded.lean |
1 |
5 |
['JX-Mo', 'Multramate', 'github-actions'] |
nobody |
14-57962 14 days ago |
14-68000 14 days ago |
14-67665 14 days |
0 |
| 41432 |
SnirBroshi author:SnirBroshi |
chore(Combinatorics/SimpleGraph/Paths): spell `getVert` injectivity lemmas using `Set` intervals |
e.g. replace `{i | i ≤ p.length}` with `Iic p.length` in `IsPath.getVert_injOn`, which is the canonical spelling.
Proofs using `Set.mem_setOf`/`Set.mem_setOf_eq` had to be fixed, and got golfed along the way.
I also rewrote the proof of `IsPath.getVert_injOn` since it seemed too long.
---
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|
t-combinatorics |
29/60 |
Mathlib/Combinatorics/SimpleGraph/Connectivity/Subgraph.lean,Mathlib/Combinatorics/SimpleGraph/Paths.lean |
2 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
14-54824 14 days ago |
87-77520 87 days ago |
99-21247 99 days |
1 |
| 36086 |
Multramate author:Multramate |
feat(Algebra): add liftEquiv for groups, rings, algebras, and adjoin roots |
---
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|
t-algebra label:t-algebra$ |
49/1 |
Mathlib/Algebra/Polynomial/Bivariate.lean,Mathlib/GroupTheory/QuotientGroup/Defs.lean,Mathlib/RingTheory/AdjoinRoot.lean,Mathlib/RingTheory/Ideal/Quotient/Operations.lean |
4 |
10 |
['CBirkbeck', 'Multramate', 'artie2000', 'dagurtomas', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
14-52263 14 days ago |
27-76509 27 days ago |
43-7794 43 days |
1 |
| 41336 |
SnirBroshi author:SnirBroshi |
chore(Combinatorics/SimpleGraph/Girth): golf `egirth_top` using `cycleGraph` |
Golf `egirth_top` (#38529) using `cycleGraph_isContained_iff` (#35255)
Co-authored-by: Vlad Tsyrklevich <vlad@tsyrklevi.ch>
---
Speeds up the proof from ~120ms to ~30ms
(although it used to be ~600ms, not sure what happened, perhaps toolchains sped it up already)
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|
t-combinatorics |
5/11 |
Mathlib/Combinatorics/SimpleGraph/Girth.lean |
1 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
b-mehta assignee:b-mehta |
14-50933 14 days ago |
29-38588 29 days ago |
102-47268 102 days |
0 |
| 44288 |
artie2000 author:artie2000 |
feat(Algebra/Ring): sums of squares in a formally real ring form a positive cone |
* Prove that sums of squares in a formally real ring form a positive cone
* Add helper lemma relating the additive submonoid and subsemiring of sums of squares
---
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|
t-algebra label:t-algebra$ |
15/2 |
Mathlib/Algebra/Ring/IsFormallyReal.lean,Mathlib/Algebra/Ring/SumsOfSquares.lean |
2 |
1 |
['github-actions', 'vihdzp'] |
nobody |
14-46748 14 days ago |
15-82831 15 days ago |
15-82496 15 days |
0 |
| 43139 |
plp127 author:plp127 |
feat: make `MvPFunctor` universe-polymorphic |
We mirror what is done for the univariate `PFunctor` and make `MvPFunctor` universe-polymorphic. Certain declarations are kept not universe polymorphic for now, including `MvQPF` and many things relating to the `W` and `M` types being fixpoints.
---
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|
t-data |
130/105 |
Mathlib/Data/PFunctor/Multivariate/Basic.lean,Mathlib/Data/PFunctor/Multivariate/M.lean,Mathlib/Data/PFunctor/Multivariate/W.lean,Mathlib/Data/QPF/Multivariate/Basic.lean,Mathlib/Data/QPF/Multivariate/Constructions/Cofix.lean,Mathlib/Data/QPF/Multivariate/Constructions/Fix.lean |
6 |
1 |
['github-actions'] |
joneugster assignee:joneugster |
14-46582 14 days ago |
48-65702 48 days ago |
48-65367 48 days |
0 |
| 42895 |
cameronfreer author:cameronfreer |
feat(SetTheory/Ordinal): add lift_sSup and lift_iSup |
Add `InitialSeg.map_sSup` and `InitialSeg.map_iSup` for conditionally complete linear orders with bottom. Specializing these to `Ordinal.liftInitialSeg` gives `Ordinal.lift_sSup`, `Ordinal.lift_iSup`, `Ordinal.lift_iSup_le`, and `Ordinal.lift_iSup_le_iff`.
The `sSup` theorem handles the empty set using preservation of bottom and the nonempty case using normality. The `iSup` theorem is derived from it. Both use an explicit boundedness hypothesis; in particular, `lift_iSup` assumes `BddAbove (Set.range f)` rather than requiring the index type to be small.
🤖 This PR was developed with assistance from Claude and GPT models, using [lean4-skills](https://github.com/cameronfreer/lean4-skills) and [lean-lsp-mcp](https://github.com/oOo0oOo/lean-lsp-mcp).
|
t-set-theory
new-contributor
LLM-generated
|
40/0 |
Mathlib/Order/IsNormal.lean,Mathlib/SetTheory/Ordinal/Family.lean |
2 |
11 |
['cameronfreer', 'github-actions', 'plp127', 'vihdzp'] |
nobody |
14-45686 14 days ago |
57-3757 57 days ago |
57-4376 57 days |
0 |
| 44216 |
peabrainiac author:peabrainiac |
feat(Topology): add `IsCozeroSet` |
Define a predicate `IsCozeroSet` for sets in topological spaces that are the support of some continuous function to $\mathbb R$. We prove:
* Every cozero set is open, and in perfectly normal spaces every open set is a cozero set.
* Finite intersections and locally finite unions of cozero sets are cozero sets.
* Preimages of cozero sets under continuous functions are cozero sets.
* Images and coimages of cozero sets under open proper maps are cozero sets.
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Taken from [classifying-bundles](https://peabrainiac.github.io/classifying-bundles/docs/ClassifyingBundles/IsCozeroSet), where this API was useful for working with numerable covers. |
t-topology |
227/0 |
Mathlib.lean,Mathlib/Algebra/BigOperators/Finprod.lean,Mathlib/Algebra/Order/Group/Indicator.lean,Mathlib/Topology/IsCozeroSet.lean |
4 |
1 |
['github-actions'] |
nobody |
14-44183 14 days ago |
18-45935 18 days ago |
18-46854 18 days |
0 |
| 41940 |
mcdoll author:mcdoll |
chore(Dynamics): deprecate `IsForwardInvariant` in favour of new `Set.IsInvariantOn` |
We define a predicate `Set.IsInvariantOn` that generalizes `IsInvariant` and as a special case contains `IsForwardInvariant`. The later is hence removed. We also move `IsInvariant` into the `Set` namespace to allow for dot-notation.
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|
t-dynamics
dynsys
|
51/17 |
Mathlib/Dynamics/Flow.lean,Mathlib/Dynamics/OmegaLimit.lean |
2 |
5 |
['github-actions', 'mathlib-merge-conflicts', 'mcdoll', 'sgouezel'] |
sgouezel assignee:sgouezel |
14-43848 14 days ago |
14-44565 14 days ago |
68-48422 68 days |
0 |
| 42025 |
NoneMore author:NoneMore |
feat(ModelTheory): add counting formulas |
Add formula constructors expressing at least, at most, and exactly finitely many realizations, together with their semantic characterizations.
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AI disclosure: I used Codex to generate the Lean declarations and documentation in this PR.
[](https://gitpod.io/from-referrer/)
|
large-import
t-logic
|
124/0 |
Mathlib/Data/Set/Card.lean,Mathlib/ModelTheory/Semantics.lean,Mathlib/ModelTheory/Syntax.lean |
3 |
4 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
14-42843 14 days ago |
14-42845 14 days ago |
14-45043 14 days |
2 |
| 44310 |
artie2000 author:artie2000 |
feat(FieldTheory): field with no nontrivial extensions is algebraically closed |
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|
t-algebra label:t-algebra$ |
13/0 |
Mathlib/FieldTheory/IsAlgClosed/Basic.lean |
1 |
3 |
['JX-Mo', 'github-actions'] |
nobody |
14-36951 14 days ago |
14-38536 14 days ago |
15-40321 15 days |
0 |
| 44334 |
JovanGerb author:JovanGerb |
feat: `@[gcongr]` for `eq_top_mono` and friends |
This PR tags lemma `eq_top_mono` and various similar lemmas with `@[gcongr]`. This lets us use `grw` in places where we couldn't before. The supported maximal/minimal constants are `⊤`, `⊥`, `(∅ : Set _)`, `Set.univ`, `0`, `1`, each on either side of an equality `=` and an inequality `≠`.
`subset_eq_empty` is renamed to `eq_empty_of_subset`, to match `eq_univ_of_subset`.
Performance note: `@[gcongr]` lemmas are indexed only by the relation and head constand, which for these lemmas is `=` and `→`, or `≠` and `→`. So, it will need to try all 12 available lemmas in these cases. I do not think that this will cause any noticeable performance issue. If it does, we can consider a more detailed indexing of `@[gcongr]` lemmas.
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|
|
64/16 |
Mathlib/Algebra/Order/IsBotOne.lean,Mathlib/Data/Set/Basic.lean,Mathlib/Data/Set/Lattice/Bounded.lean,Mathlib/Order/BoundedOrder/Basic.lean,Mathlib/Order/SetDissipate.lean,Mathlib/Topology/Closure.lean,Mathlib/Topology/Compactness/Lindelof.lean,Mathlib/Topology/MetricSpace/Thickening.lean,Mathlib/Topology/Separation/Regular.lean,MathlibTest/Tactic/GRewrite.lean |
10 |
1 |
['github-actions'] |
nobody |
14-31608 14 days ago |
14-50879 14 days ago |
14-53718 14 days |
1 |
| 41666 |
alreadydone author:alreadydone |
feat(Order): constructors for DistribLattice and IsModularLattice |
Add three constructors for DistribLattice and one for IsModularLattice.
Co-authored-by: Aaron Liu @plp127
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|
t-order |
189/98 |
Mathlib.lean,Mathlib/Order/Defs/Lattice.lean,Mathlib/Order/Lattice.lean,Mathlib/Order/Lattice/Constructor.lean,Mathlib/Order/ModularLattice.lean |
5 |
13 |
['SnirBroshi', 'alreadydone', 'github-actions', 'leanprover-radar', 'mathlib-merge-conflicts', 'plp127'] |
nobody |
14-19464 14 days ago |
14-24580 14 days ago |
78-34338 78 days |
1 |
| 42995 |
jacob-greenfield author:jacob-greenfield |
feat: add `List.Pairwise.orderedInsert'`, `List.sortedLE_orderedInsert_lt`, and `List.sortedGE_orderedInsert_gt` |
Introduce a generalized `Pairwise.orderedInsert'` lemma to prove that `Pairwise r l` is maintained after performing an `orderedInsert` using a relation stronger than `r` under certain conditions. Prove `sortedLE_orderedInsert_lt`, showing that `l.orderedInsert (· < ·) a` preserves `SortedLE` for decidable total preorders (analogously for `sortedGE_orderedInsert_gt`). This is useful for inserting an element into a sorted list *behind* any other elements which compare equal.
---
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I was hoping to avoid `omit`, but that would require moving all of `Pairwise.orderedInsert'`, `Pairwise.orderedInsert`, `pairwise_insertionSort`, `sublist_insertionSort'`, `pair_sublist_insertionSort'`, and `mergeSort_eq_insertionSort` after `end sort` on line 365 and reintroducing all the section variables. I also considered moving `Pairwise.orderedInsert'` somewhere _before_ `variable {α β : Type*} (r : α → α → Prop) (s : β → β → Prop)` on line 30, but that would place it before `orderedInsert` is defined. "Omit" seemed like the least invasive approach.
[](https://gitpod.io/from-referrer/)
|
t-data
new-contributor
|
27/11 |
Mathlib/Data/List/Sort.lean |
1 |
8 |
['github-actions', 'jacob-greenfield', 'theebayuser'] |
joneugster assignee:joneugster |
14-18245 14 days ago |
54-36951 54 days ago |
54-36616 54 days |
0 |
| 44350 |
tb65536 author:tb65536 |
feat(Data/Finset/Lattice/Fold): general `Finset.map_sup` lemmas |
I found these more general `map_sup` lemmas to be helpful in #42985.
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|
t-order
t-data
|
14/4 |
Mathlib/Data/Finset/Lattice/Fold.lean |
1 |
1 |
['github-actions'] |
nobody |
14-8993 14 days ago |
14-9061 14 days ago |
14-8727 14 days |
1 |
| 43372 |
plp127 author:plp127 |
chore: deprecate monad operations on `MvPolynomial` |
Deprecate some monad operations on `MvPolynomial`, as they are simply special cases of existing `eval` operations and it's not clear from the name what the signatures of these operations are.
---
- [x] depends on: #43371
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|
t-algebra label:t-algebra$ |
377/255 |
Mathlib/Algebra/Module/LinearMap/Polynomial.lean,Mathlib/Algebra/MvPolynomial/Eval.lean,Mathlib/Algebra/MvPolynomial/Expand.lean,Mathlib/Algebra/MvPolynomial/Monad.lean,Mathlib/FieldTheory/SeparableDegree.lean,Mathlib/RingTheory/AlgebraicIndependent/Basic.lean,Mathlib/RingTheory/NoetherNormalization.lean,Mathlib/RingTheory/WittVector/Basic.lean,Mathlib/RingTheory/WittVector/Defs.lean,Mathlib/RingTheory/WittVector/Frobenius.lean,Mathlib/RingTheory/WittVector/InitTail.lean,Mathlib/RingTheory/WittVector/IsPoly.lean,Mathlib/RingTheory/WittVector/MulCoeff.lean,Mathlib/RingTheory/WittVector/MulP.lean,Mathlib/RingTheory/WittVector/StructurePolynomial.lean,Mathlib/RingTheory/WittVector/Verschiebung.lean,Mathlib/RingTheory/WittVector/WittPolynomial.lean |
17 |
3 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
14-6660 14 days ago |
15-9788 15 days ago |
31-65299 31 days |
0 |
| 44354 |
Rob23oba author:Rob23oba |
fix: use a more robust definition for unquot |
`unsafeCast`, and by extension, `cast lcProof`, is quite unstable in the compiler. Instead using an unsound `Quot.lift` is much more stable, since it uses the intended features for `Quot` and translates into an explicit `Quot.lcInv` application in the compiler. You can however not just use `Quot.lcInv` as the definition because the computability check catches it as an application of an axiom.
See also leanprover/lean4#14719 for an issue with the `unsafeCast` definition of `unquot`.
|
t-data |
1/1 |
Mathlib/Data/Quot.lean |
1 |
1 |
['github-actions'] |
nobody |
14-1911 14 days ago |
14-5977 14 days ago |
14-5642 14 days |
0 |
| 44123 |
TJHeeringa author:TJHeeringa |
feat(LinearAlgebra/SesquilinearForm/Basic): generalize LinearMap.Nondegenerate |
The implemented definition `LinearMap.Nondegenerate` required `CommSemirings`. This is a stronger requirement than necessary. This PR relaxes the conditions on `LinearMap.Nondegenerate` to the minimal ones, i.e. the same as needed to define a bilinear map.
---
This is needed to generalize the RKHS from `InnerProductSpace/Reproducing.lean`.
**AI**:
After generalizing, the statement of the theorem `SeparatingLeft.id` broke. I asked Claude Sonnet 5 free for a fix. It suggested to just make the range and domain of the mapping `LinearMap.id` explicit. Predictable, but I didn't see a better solution.
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|
t-algebra label:t-algebra$ |
33/28 |
Mathlib/LinearAlgebra/Dual/Lemmas.lean,Mathlib/LinearAlgebra/Matrix/SesquilinearForm.lean,Mathlib/LinearAlgebra/SesquilinearForm/Basic.lean |
3 |
5 |
['TJHeeringa', 'github-actions', 'themathqueen'] |
nobody |
14-1702 14 days ago |
21-1766 21 days ago |
21-1431 21 days |
0 |
| 43041 |
ajirving author:ajirving |
feat(Analysis/Analytic): analytic order of a constant function and multiplying by constants |
---
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[](https://gitpod.io/from-referrer/)
Adds analyticOrderAt_const (which matches the meromorphic version) as well as various forms of analyticOrderAt_mul_const and analyticOrderNatAt variants. |
t-analysis |
48/0 |
Mathlib/Analysis/Analytic/Order.lean |
1 |
8 |
['ajirving', 'github-actions', 'j-loreaux'] |
nobody |
14-1244 14 days ago |
27-72365 27 days ago |
52-15957 52 days |
0 |
| 43852 |
ZRTMRH author:ZRTMRH |
feat(Combinatorics/Quiver/Schreier): add Schreier Cayley basics |
Defined Cayley graph as a coset Schreier graph. Proved connectivity and vertex-transitivity on Cayley graphs, as promised in #38310.
Follow-up to #38310, this is the 3rd split pr from #35467.
This PR was written with AI assistance (Claude). The code has been reviewed by the author.
P.S. cayley_subsingleton_weaklyConnectedComponent's proof is generic and I can extract it to Quiver/ConnectedComponent.lean as a weak-connectivity lemma, if it is wanted.
---
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|
new-contributor
t-combinatorics
large-import
LLM-generated
|
278/7 |
Mathlib/Combinatorics/Quiver/Schreier.lean |
1 |
10 |
['SnirBroshi', 'ZRTMRH', 'github-actions', 'mathlib-merge-conflicts', 'vlad902'] |
nobody |
13-83027 13 days ago |
15-85928 15 days ago |
28-48408 28 days |
0 |
| 43362 |
TJHeeringa author:TJHeeringa |
feat(Analysis/InnerProductSpace/Reproducing): add RKHS.SMul.smulSpace |
This PR defines the scalar multiple `c • H` for a given RKHS `H` and shows that it is an RKHS.
---
Can be constructed just as the sumSpace in #41127. However, the discussion below concluded that the current type copy approach was better in this case.
The notation `scoped infix:50 " • " => smulSpace` was not introduced. That caused overload issues that I don't know how to fix.
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|
t-analysis |
119/5 |
Mathlib/Analysis/InnerProductSpace/Reproducing.lean,Mathlib/Analysis/InnerProductSpace/Reproducing/Operations.lean |
2 |
9 |
['Maldooor', 'TJHeeringa', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
13-78778 13 days ago |
13-79853 13 days ago |
13-80569 13 days |
1 |
| 44356 |
seewoo5 author:seewoo5 |
feat(ModularForms/SlashActions): more theorems for slash actions (sub,pow,zpow,inv) |
---
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Add `SlashAction.sub_slash` and `{zpow/inv/pow}_slash{_SL2}`. Found while refactoring some code in sphere packing project. Golfed using Claude. |
t-number-theory
sphere-packing
|
34/0 |
Mathlib/NumberTheory/ModularForms/SlashActions.lean |
1 |
6 |
['CBirkbeck', 'github-actions', 'seewoo5'] |
nobody |
13-73678 13 days ago |
14-4332 14 days ago |
14-3997 14 days |
0 |
| 36814 |
YaelDillies author:YaelDillies |
refactor(Combinatorics/SimpleGraph): no proof obligation in `rotate` |
If the walk doesn't go through the new vertex, return `nil` instead.
---
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|
t-combinatorics |
44/32 |
Mathlib/Combinatorics/SimpleGraph/Acyclic.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Connected.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Subgraph.lean,Mathlib/Combinatorics/SimpleGraph/Hamiltonian.lean,Mathlib/Combinatorics/SimpleGraph/Matching.lean,Mathlib/Combinatorics/SimpleGraph/Paths.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Decomp.lean |
7 |
19 |
['SnirBroshi', 'YaelDillies', 'b-mehta', 'bryangingechen', 'eric-wieser', 'github-actions', 'jcommelin', 'mathlib-bors', 'mathlib-merge-conflicts'] |
nobody |
13-73079 13 days ago |
13-73713 13 days ago |
189-8709 189 days |
0 |
| 44351 |
homeowmorphism author:homeowmorphism |
chore(Topology/MetricSpace/Bounded): add grind annotations to lemmas about the diameter |
---
I was browsing this API in the light of #43723 and noticed these possible improvements.
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|
t-topology |
6/3 |
Mathlib/Topology/MetricSpace/Bounded.lean |
1 |
3 |
['github-actions', 'homeowmorphism'] |
nobody |
13-55551 13 days ago |
13-78603 13 days ago |
13-81394 13 days |
0 |
| 41816 |
tb65536 author:tb65536 |
feat(GroupTheory/PGroup): add exponent characterization |
This PR adds the exponent characterization of p-groups, and uses it to golf the existing proof of `isPGroup_iff_card_dvd_pow`.
---
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|
t-group-theory
large-import
|
41/40 |
Mathlib/GroupTheory/Exponent.lean,Mathlib/GroupTheory/PGroup.lean |
2 |
3 |
['SnirBroshi', 'github-actions', 'tb65536'] |
nobody |
13-45686 13 days ago |
70-20111 70 days ago |
70-20959 70 days |
0 |
| 41393 |
SnirBroshi author:SnirBroshi |
feat(SimpleGraph/Hamiltonian): a graph is Hamiltonian iff there's a Hamiltonian path with adjacent endpoints |
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
32/9 |
Mathlib/Combinatorics/SimpleGraph/Hamiltonian.lean |
1 |
4 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
13-42622 13 days ago |
13-46967 13 days ago |
93-36863 93 days |
2 |
| 41338 |
kim-em author:kim-em |
refactor(Combinatorics/SimpleGraph/CycleGraph): golf cycleGraph_isContained_iff via getVert |
Reopened from my fork, replacing #41268 (previously a branch on the main repo).
This PR rewrites the reverse direction of `cycleGraph_isContained_iff` from https://github.com/leanprover-community/mathlib4/pull/35255. Building the copy on `Walk.getVert` instead of `support` indexing makes the vertex map total, dispatches both adjacency cases through a single cyclic-successor helper (no `wlog`), handles the wraparound with `adj_penultimate`, and gets injectivity directly from `IsCycle.getVert_injOn'`.
🤖 Prepared with Claude Code |
t-combinatorics
LLM-generated
maintainer-merge
|
12/16 |
Mathlib/Combinatorics/SimpleGraph/CycleGraph.lean |
1 |
18 |
['SnirBroshi', 'github-actions', 'kim-em', 'mathlib-merge-conflicts', 'vlad902'] |
nobody |
13-34058 13 days ago |
44-33578 44 days ago |
62-76321 62 days |
0 |
| 44372 |
Formalistic03 author:Formalistic03 |
feat(GroupTheory/Perm/Cycle/Basic): subtypePerm preserves IsCycleOn |
---
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|
t-group-theory
new-contributor
|
26/0 |
Mathlib/Algebra/Group/End.lean,Mathlib/GroupTheory/Perm/Cycle/Basic.lean |
2 |
3 |
['github-actions', 'wwylele'] |
nobody |
13-20985 13 days ago |
13-57701 13 days ago |
13-57366 13 days |
0 |
| 44145 |
Rida-Hamadani author:Rida-Hamadani |
feat(Analysis): translations preserve harmonicity |
also proves that translations preserves `C^n` regularity.
---
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|
t-analysis |
63/0 |
Mathlib/Analysis/Calculus/ContDiff/Operations.lean,Mathlib/Analysis/InnerProductSpace/Harmonic/Basic.lean,Mathlib/Analysis/InnerProductSpace/Laplacian.lean |
3 |
1 |
['github-actions'] |
nobody |
13-4089 13 days ago |
20-55080 20 days ago |
20-54745 20 days |
0 |
| 43695 |
gasparattila author:gasparattila |
feat(Topology/Algebra): define a topology on `Homogenization` |
---
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- [x] depends on: #43339
[](https://gitpod.io/from-referrer/)
|
t-topology |
377/0 |
Mathlib.lean,Mathlib/Topology/Algebra/Homogenization.lean |
2 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
12-82349 12 days ago |
13-63124 13 days ago |
13-62874 13 days |
0 |
| 43545 |
gasparattila author:gasparattila |
refactor(Algebra/Order/Ring/Idempotent): introduce bundled types |
This file currently has several instances defined for specific subtypes. This PR replaces these with bundled structures. This also fixes possible typeclass diamonds when the order defined here conflicts with the general one on subtypes.
---
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
242/111 |
Mathlib/Algebra/Order/Ring/Idempotent.lean,Mathlib/RingTheory/Spectrum/Prime/Topology.lean |
2 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
12-80826 12 days ago |
12-81920 12 days ago |
36-73983 36 days |
0 |
| 42919 |
tb65536 author:tb65536 |
feat(NumberTheory/RamificationInertia/Unramified): generalize `IsUnramifiedAt.of_liesOver` to flat algebras |
This PR generalizes `IsUnramifiedAt.of_liesOver` to flat algebras and deprecates the technical auxiliary lemma `IsUnramifiedAt.of_liesOver_of_ne_bot` for the previous proof.
This also avoids the usage of the old `Ideal.ramificationIdx'` in the proof of `IsUnramifiedAt.of_liesOver_of_ne_bot`.
---
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory
t-algebra
label:t-algebra$ |
24/6 |
Mathlib/NumberTheory/RamificationInertia/Unramified.lean,Mathlib/RingTheory/Flat/FaithfullyFlat/Algebra.lean,Mathlib/RingTheory/Ideal/GoingDown.lean,Mathlib/RingTheory/Unramified/LocalRing.lean |
4 |
1 |
['github-actions'] |
nobody |
12-78991 12 days ago |
56-58095 56 days ago |
56-57762 56 days |
0 |
| 42182 |
gasparattila author:gasparattila |
feat(Order/Partition): converting a `Finpartition` into a `Partition` |
---
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[](https://gitpod.io/from-referrer/)
|
t-order
large-import
|
60/2 |
Mathlib/Order/Partition/Basic.lean,Mathlib/Order/Partition/Finpartition.lean,Mathlib/Order/SupIndep.lean |
3 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
12-74698 12 days ago |
12-77366 12 days ago |
74-49585 74 days |
0 |
| 43409 |
gasparattila author:gasparattila |
doc: expand the documentation on `SMul ℕ` defeq issues |
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
20/1 |
Mathlib/Algebra/Group/Monoid.lean |
1 |
3 |
['Vierkantor', 'gasparattila', 'github-actions'] |
nobody |
12-69304 12 days ago |
40-77017 40 days ago |
40-76682 40 days |
0 |
| 38587 |
dagurtomas author:dagurtomas |
feat(Tactic/CategoryTheory): concrete category boilerplate |
Adds `mk_concrete_category`, a command for generating the initial boilerplate for concrete categories whose morphisms are given by a bundled function type.
The command creates the wrapper `Hom` type, named category and concrete category instances, `ofHom`, `Hom.hom`, and the basic dsimp lemmas.
It handles parameterized categories such as `ModuleCat`, and has a paired additive/multiplicative form for generating both structures at once (e.g. `MonCat`/`AddMonCat`).
Includes test categories checking the generated declarations.
[](https://gitpod.io/from-referrer/)
|
LLM-generated
t-meta
t-category-theory
|
1031/0 |
Mathlib.lean,Mathlib/Tactic.lean,Mathlib/Tactic/CategoryTheory/MkConcreteCategory.lean,MathlibTest/CategoryTheory/MkConcreteCategory.lean |
4 |
18 |
['Vierkantor', 'dagurtomas', 'eric-wieser', 'github-actions', 'mathlib-merge-conflicts'] |
Vierkantor assignee:Vierkantor |
12-68233 12 days ago |
12-68233 12 days ago |
159-27628 159 days |
1 |
| 44396 |
mathlib-splicebot author:mathlib-splicebot |
chore(Analysis/Complex/UnitDisc/Basic): fix instance diamond |
There were two natural number power instances which differed at implicit transparency.
The `NatPowAssoc` instance is not necessary, hence can be removed.
Found by the linter in #38781.
Co-authored-by: Jovan Gerbscheid <jovan.gerbscheid@gmail.com>
-------- |
tech debt
t-analysis
|
11/16 |
Mathlib/Analysis/Complex/UnitDisc/Basic.lean |
1 |
3 |
['github-actions', 'grunweg', 'leanprover-radar'] |
nobody |
12-66092 12 days ago |
12-67788 12 days ago |
12-67717 12 days |
0 |
| 44139 |
Nicola9Falciola author:Nicola9Falciola |
refactor(LinearAlgebra/Matrix/Transvection): generalize the pivot elimination step to commutative rings |
---
The elimination steps in the pivot algorithm in `Matrix.Pivot` reduce to a diagonal
block the last row of a matrix using transvections only need the last diagonal
coefficient to be a unit over the base ring not that the ring itself is field.
This PR generalizes this step to work over a commutative ring `R`
instead of a field.
I also add the following API :
- `listTransvecCol_mul_mul_listTransvecRow_last_diag`: the elimination does not change the
last diagonal coefficient
- `exists_isTwoBlockDiagonal_and_last_eq_of_isUnit`
<!-- Your PR title will become the first line of the commit message.
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|
t-algebra
LLM-generated
label:t-algebra$ |
128/110 |
Mathlib/LinearAlgebra/Matrix/Transvection.lean |
1 |
2 |
['Nicola9Falciola', 'github-actions'] |
nobody |
12-65511 12 days ago |
12-67166 12 days ago |
20-73285 20 days |
1 |
| 44400 |
sgouezel author:sgouezel |
chore: fix a non-reducible diamond in `MvPowerSeries` |
The following fails before the PR, succeeds after it:
```
example : ((MvPowerSeries.instCommRingRestricted
c).toNonUnitalSemiring : NonUnitalSemiring (MvPowerSeries.Restricted S c)) =
NonUnitalCommRing.toNonUnitalCommSemiring.toNonUnitalSemiring := by
with_implicit rfl
```
---
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|
t-ring-theory
tech debt
|
4/5 |
Mathlib/RingTheory/MvPowerSeries/Restricted.lean |
1 |
1 |
['github-actions'] |
nobody |
12-52940 12 days ago |
12-63319 12 days ago |
12-62984 12 days |
0 |
| 44248 |
tomaz1502 author:tomaz1502 |
feat(Analysis/Polynomial): the sign of a polynomial immediately to the right of a point |
This PR defines `Polynomial.signRight x p : SignType`, the sign that a real polynomial `p` takes
on a sufficiently small interval `(x, x + ε)`, as the limit of `sign (p.eval y)` as `y → x` from the right, and
develops its basic API:
* `eventually_sign_eq_signRight`, `signRight_eq_iff`: the defining property and its uniqueness;
* `signRight_eq_zero_iff`: `signRight x p = 0` iff `p = 0`;
* `signRight_mul`, `signRight_neg`, `signRight_C`: `signRight x` is multiplicative, commutes with
negation and agrees with `SignType.sign` on constants;
* `signRight_of_eval_ne_zero`, `signRight_of_eval_eq_zero`: the computation rule
`signRight x p = sign (p.eval x)` if `p.eval x ≠ 0`, and `signRight x p = signRight x (derivative p)`
otherwise (via the mean value theorem).
This is the local invariant behind Sturm's theorem: it determines the direction in which the sign
of a Sturm sequence changes across a root, and it will be used to define the Cauchy index in the
next PR of the series.
This is the third PR of a series formalising the Sturm–Tarski theorem, following #43783
(`List.signVariations`) and #43954 (`Polynomial.sturmSeq`). Everything is stated over `ℝ`; the
statements hold over any real closed field, and the implementation notes record what is needed to
generalise them.
Co-authored-by: Pedro Saccomani <psaccomani15@gmail.com>
Co-authored-by: Sarah Pereira <sarahcomh@proton.me>
Co-authored-by: Kim Morrison <477956+kim-em@users.noreply.github.com>
---
The original development was done manually. We used Claude (Fable 5.1) to review the code,
suggest improvements and help in the preparation of the PR. |
new-contributor |
195/0 |
Mathlib.lean,Mathlib/Algebra/Polynomial/FieldDivision.lean,Mathlib/Analysis/Polynomial/SignRight.lean,Mathlib/Topology/Instances/Sign.lean |
4 |
2 |
['github-actions'] |
nobody |
12-52799 12 days ago |
16-84008 16 days ago |
16-83673 16 days |
0 |
| 36406 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Matching): `#verts = 2 * #edgeSet` |
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
44/0 |
Mathlib/Combinatorics/SimpleGraph/DegreeSum.lean,Mathlib/Combinatorics/SimpleGraph/Matching.lean,Mathlib/SetTheory/Cardinal/Finite.lean |
3 |
4 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
12-50985 12 days ago |
12-55408 12 days ago |
13-53060 13 days |
1 |
| 40368 |
Sanghyeok0 author:Sanghyeok0 |
feat: add confluence predicates for relations |
This PR adds a minimal relation-level API for confluence-style properties:
* `Relation.IsDiamond`
* `Relation.IsConfluent`
* `Relation.IsChurchRosser`
It also adds the basic API connecting these predicates:
* `Relation.ReflTransGen.to_eqvGen`
* `Relation.Join.le_eqvGen`
* `Relation.IsChurchRosser.isConfluent`
* `Relation.IsConfluent.isChurchRosser`
* `Relation.IsChurchRosser.join_reflTransGen_eq_eqvGen`
The main downstream application is the polynomial-reduction development in
#41475. There, polynomial reduction is treated as an ordinary relation on
`MvPolynomial`, and these predicates are used to formulate confluence and the
Church--Rosser property.
A more general rewriting API exists in CSLib. This PR does not attempt to
upstream that API wholesale; its scope is intentionally limited to the
declarations needed by the downstream polynomial application.
The earlier version of this PR also introduced
`Relation.StronglyConfluent` and additional equivalence packaging. Those
declarations have been removed to keep this PR small and application-driven.
Reference: Becker, Weispfenning, and Kredel,
*Gröbner Bases: A Computational Approach to Commutative Algebra*.
AI usage disclosure:
I used OpenAI Codex to generate initial drafts of the definitions, theorem statements, proof scripts, and docstrings. I made the final decisions on the mathematical scope and API design, reviewed the generated code and final changes, and made a few edits to statements and docstrings.
---
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|
t-logic
new-contributor
tech debt
LLM-generated
|
103/25 |
Mathlib/GroupTheory/FreeGroup/Basic.lean,Mathlib/Logic/Relation.lean |
2 |
36 |
['Sanghyeok0', 'SnirBroshi', 'chenson2018', 'github-actions', 'mathlib-merge-conflicts'] |
joneugster assignee:joneugster |
12-46591 12 days ago |
37-64072 37 days ago |
109-55011 109 days |
1 |
| 40848 |
fbarroero author:fbarroero |
feat(RingTheory/DedekindDomain/SInteger): the ring of S-integers is a localization and a Dedekind Domain |
We prove
```
instance IsDedekindDomain.IsLocalizationSInteger. (R : Type *) [CommRing R] [IsDedekindDomain R]
(S : Set (HeightOneSpectrum R)) (K : Type *) [Field K] [Algebra R K] [IsFractionRing R K]
[Fact (Monoid.IsTorsion (ClassGroup R))] : IsLocalization S.Submonoid (S.integer K)
```
and
```
instance IsDedekindDomain.isDedekindDomainSInteger (R : Type *) [CommRing R] [IsDedekindDomain R]
(S : Set (HeightOneSpectrum R)) (K : Type *) [Field K] [Algebra R K] [IsFractionRing R K]
[Fact (Monoid.IsTorsion (ClassGroup R))] : IsDedekindDomain (S.integer K)
```
This is joint work with @larskuehne.
---
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory
large-import
|
162/4 |
Mathlib/RingTheory/DedekindDomain/SInteger.lean,Mathlib/RingTheory/Ideal/Prime.lean |
2 |
39 |
['copilot-pull-request-reviewer', 'faenuccio', 'fbarroero', 'github-actions', 'riccardobrasca', 'xroblot'] |
nobody |
12-45686 12 days ago |
33-75443 33 days ago |
66-24687 66 days |
1 |
| 44032 |
kim-em author:kim-em |
chore: remove backward.privateInPublic by wrapping proofs with private_decl% |
This PR removes 171 uses of `backward.privateInPublic` across 37 files. Wherever a public declaration used a private lemma in a proof position, the proof is wrapped with core's `private_decl%` elaborator, or with the `field := private proof` structure-instance syntax where the proof fills a structure field. Both elaborate the proof in a private context and hide it behind an auxiliary declaration, which is harmless by proof irrelevance. No declaration changes visibility and no statement changes, except that in `Combinatorics/SetFamily/AhlswedeZhang` the `Finset → Set` coercion in `lowerClosure s` is now written explicitly, since `private_decl%` elaborates eagerly and otherwise sees the coercion's pending metavariable.
This follows the plan of #42755 by @thorimur and takes its non-elaborator changes verbatim: moving `variable` commands out of `public section` in four files where almost every declaration is private (Galois/Decomposition, ChevalleyComplexity, GromovHausdorffRealized, NumberField/House; see https://github.com/leanprover/lean4/issues/14708 and https://github.com/leanprover/lean4/issues/14718), making the two lemmas used by the `sz_positivity` macro public under internal names, and separating data from proof in `binomExpansion` and `archimedeanClassOrderIso`. The difference is that this PR uses the elaborator that already exists in core rather than the `private` term elaborator proposed in #42563, so that it can land now. Once #42563 is in, every `private_decl% (…)` here can be replaced mechanically by `private …`. The 13 files that only need the field syntax are in #44023 and are not touched here.
🤖 Prepared with Claude Code |
tech debt |
135/274 |
Mathlib/Algebra/Group/End.lean,Mathlib/Algebra/Lie/BaseChange.lean,Mathlib/Algebra/Lie/Weights/RootSystem.lean,Mathlib/Algebra/Module/Injective.lean,Mathlib/Algebra/Polynomial/Identities.lean,Mathlib/AlgebraicTopology/FundamentalGroupoid/InducedMaps.lean,Mathlib/AlgebraicTopology/SimplicialSet/HomotopyCat.lean,Mathlib/Analysis/InnerProductSpace/TensorProduct.lean,Mathlib/Analysis/Normed/Lp/PiLp.lean,Mathlib/Analysis/Normed/Lp/ProdLp.lean,Mathlib/Analysis/Normed/Operator/Basic.lean,Mathlib/CategoryTheory/Galois/Decomposition.lean,Mathlib/CategoryTheory/Monoidal/Closed/FunctorCategory/Complete.lean,Mathlib/CategoryTheory/Preadditive/CommGrp_.lean,Mathlib/Combinatorics/SetFamily/AhlswedeZhang.lean,Mathlib/Combinatorics/SimpleGraph/Copy.lean,Mathlib/Combinatorics/SimpleGraph/Regularity/Bound.lean,Mathlib/Computability/Primrec/List.lean,Mathlib/Data/Finset/Union.lean,Mathlib/FieldTheory/PerfectClosure.lean,Mathlib/GroupTheory/DivisibleHull.lean,Mathlib/LinearAlgebra/LinearPMap.lean,Mathlib/LinearAlgebra/RootSystem/Basic.lean,Mathlib/ModelTheory/Algebra/Ring/FreeCommRing.lean,Mathlib/NumberTheory/NumberField/House.lean,Mathlib/Order/BooleanAlgebra/Basic.lean,Mathlib/Order/Lattice/Congruence.lean,Mathlib/RingTheory/Coalgebra/TensorProduct.lean,Mathlib/RingTheory/DividedPowers/Padic.lean,Mathlib/RingTheory/DividedPowers/SubDPIdeal.lean,Mathlib/RingTheory/PicardGroup.lean,Mathlib/RingTheory/Spectrum/Prime/ChevalleyComplexity.lean,Mathlib/Topology/ExtremallyDisconnected.lean,Mathlib/Topology/MetricSpace/GromovHausdorffRealized.lean,Mathlib/Topology/MetricSpace/Pseudo/Defs.lean,Mathlib/Topology/UnitInterval.lean |
36 |
5 |
['JovanGerb', 'github-actions', 'kim-em', 'mathlib-merge-conflicts', 'thorimur'] |
nobody |
12-39892 12 days ago |
16-41583 16 days ago |
21-3020 21 days |
0 |
| 44408 |
SnirBroshi author:SnirBroshi |
feat(SetTheory/Cardinal/Finite): simp lemmas for `[E]Nat.card` |
- `ENat.toNat (ENat.card α) = Nat.card α`
- `Cardinal.toNat (Cardinal.mk α) = Nat.card α`
- `Cardinal.toENat (Cardinal.mk α) = ENat.card α`
---
This lets `simp` prove `toENat_cardinalMk`, so it has been untagged.
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|
t-data |
33/14 |
Mathlib/Algebra/Group/Pointwise/Set/Card.lean,Mathlib/Data/Set/Card.lean,Mathlib/Data/Sym/Sym2/Card.lean,Mathlib/LinearAlgebra/Matrix/Rank.lean,Mathlib/SetTheory/Cardinal/Finite.lean |
5 |
1 |
['github-actions'] |
nobody |
12-37824 12 days ago |
12-40497 12 days ago |
12-41332 12 days |
0 |
| 40435 |
bryangingechen author:bryangingechen |
ci: duplicate declarations report |
This adds a workflow that runs `lintDuplicateDeclarations` weekly and posts a summary to Zulip (with the full report in a workflow artifact).
The Zulip message contains the number of duplicate theorem, instance and def groups and is intentionally barebones for now. In future work we will make changes to `Tactic.DuplicateDeclarations` to make the report more useful.
Prepared with Claude code.
---
- [ ] depends on: #33640
|
|
148/0 |
.github/workflows/duplicate_decls_report.yml,docs/workflows.md,scripts/README.md,scripts/dup_decls_report.lean |
4 |
9 |
['bryangingechen', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib-splicebot'] |
nobody |
12-27854 12 days ago |
12-34729 12 days ago |
12-34520 12 days |
0 |
| 42647 |
martinwintermath author:martinwintermath |
feat(Geometry/Convex): add polytopes |
This PR adds the predicate `IsPolytope` for a subset of a `ConvexSpace`.
This is the first PR in a series of PRs implementing polytope theory.
---
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[](https://gitpod.io/from-referrer/)
|
t-convex-geometry |
140/0 |
Mathlib.lean,Mathlib/Geometry/Convex/Polytope/Basic.lean,docs/references.bib |
3 |
65 |
['Parcly-Taxel', 'YaelDillies', 'faenuccio', 'github-actions', 'grunweg', 'martinwintermath', 'ooovi', 'vihdzp', 'wwylele'] |
faenuccio assignee:faenuccio |
12-15879 12 days ago |
12-16876 12 days ago |
57-7797 57 days |
0 |
| 42815 |
korbonits author:korbonits |
feat(Analysis/Calculus/VectorField): the Lie bracket acts as a derivation on functions |
Add `VectorField.lieBracket_apply_fun`: for a function `f` with derivative `f'` and vector fields `V`, `W`,
D(f' W) V - D(f' V) W = f' [V, W]
i.e. the familiar `[V, W] f = V (W f) - W (V f)`. The two second-derivative terms cancel by symmetry of the second derivative, leaving exactly the bracket.
Placed beside the existing `lieBracket_smul_*` product rules. Needs no new import: `FDeriv.Symmetric` is already imported for `second_derivative_symmetric`, which supplies the symmetry and is the source of the `IsRCLikeNormedField` hypothesis.
---
AI disclosure
- level: Level 5 / Level 6 in [the link shared](https://www.visidata.org/blog/2026/ai/#self-assessed-ai-level-for-contributions) I feel confident about the math but I am still learning Lean itself
- code: most of the Lean in this PR was drafted by Claude Code (statements, proofs, docstrings).
- direction and review: I chose the contribution, made the decisions, reviewed every line, and wrote all GitHub/Zulip comments. |
t-analysis
new-contributor
LLM-generated
t-differential-geometry
|
17/0 |
Mathlib/Analysis/Calculus/VectorField.lean |
1 |
11 |
['github-actions', 'korbonits', 'themathqueen'] |
nobody |
12-4198 12 days ago |
18-78866 18 days ago |
59-23243 59 days |
0 |
| 42393 |
xroblot author:xroblot |
feat(Algebra/QuadraticAlgebra): classify quadratic algebras over ℚ |
Every `QuadraticAlgebra ℚ a b` with nonzero discriminant is isomorphic to a standard form `QuadraticAlgebra ℚ d 0` for a squarefree integer `d`, and this `d` is a complete invariant. Thus quadratic algebras over `ℚ` are classified by squarefree integers.
---
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- [x] depends on: #42708
[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
101/0 |
Mathlib.lean,Mathlib/Algebra/QuadraticAlgebra/Rat.lean,Mathlib/Data/Rat/Squarefree.lean |
3 |
6 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
riccardobrasca assignee:riccardobrasca |
11-79726 11 days ago |
11-80257 11 days ago |
29-7549 29 days |
0 |
| 44304 |
robin-carlier author:robin-carlier |
chore(Order): make intervals implicit_reducible |
A bunch of `set_option backward.isDefEq.respectsTransparency false` I ran into could be removed by this:
In some personal project, automation got stuck because of the difference between `j ≤ i` and `j ∈ Set.Iic i` at implicit_reducible transparency.
I’m myself not convinced making these intervals `implicit_reducible` is the best, but declaring `j ≤ i = j ∈ Set.Iic i` as a true defeq-abuse (and hunting down every instance of this, adding `Set.mem_Iic.mpr <|` in every place that needs it) seems like overkill and a net regression on user experience.
Note that more generally, the question could arise for every semireducible declaration of type `Set α` where the body is `{ x | P x}` for some `P : α → Prop`.
---
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|
t-order |
8/5 |
Mathlib/Order/Interval/Set/Defs.lean |
1 |
10 |
['JX-Mo', 'SnirBroshi', 'github-actions', 'leanprover-radar', 'robin-carlier'] |
nobody |
11-78951 11 days ago |
11-78951 11 days ago |
13-39850 13 days |
0 |
| 44235 |
SnirBroshi author:SnirBroshi |
doc(1000-yaml): fill in a few Euclidean geometry items we have |
CPCTC ("Corresponding Parts of Congruent Triangles are Congruent") is from #26758 which was adopted from leanprover-community/mathlib3#18214, and intersecting chords/secants theorem is from leanprover-community/mathlib3#7139.
---
CPCTC ([PR](https://github.com/leanprover-community/mathlib4/pull/26758/changes), [original PR](https://github.com/leanprover-community/mathlib3/pull/18214/changes)) ([Wikipedia](https://en.wikipedia.org/wiki/Congruence_(geometry)#CPCTC)):
- [`EuclideanGeometry.triangle_congruent_iff_dist_eq`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Geometry/Euclidean/Congruence.html#EuclideanGeometry.triangle_congruent_iff_dist_eq) (this is almost a definitional theorem, except [`Congruent`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Topology/MetricSpace/Congruence.html#Congruent) is defined using `edist` and the theorem uses `dist`)
- [`EuclideanGeometry.angle_eq_of_congruent`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Geometry/Euclidean/Congruence.html#EuclideanGeometry.angle_eq_of_congruent) (for any amount of points, not just for triangles)
Intersecting secants theorem ([PR](https://github.com/leanprover-community/mathlib3/pull/7139/changes)) ([Wikipedia](https://en.wikipedia.org/wiki/Intersecting_secants_theorem)):
- [`EuclideanGeometry.mul_dist_eq_mul_dist_of_cospherical_of_angle_eq_zero`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Geometry/Euclidean/Sphere/Power.html#EuclideanGeometry.mul_dist_eq_mul_dist_of_cospherical_of_angle_eq_zero)
Intersecting chords theorem (same [PR](https://github.com/leanprover-community/mathlib3/pull/7139/changes)) ([Wikipedia](https://en.wikipedia.org/wiki/Intersecting_chords_theorem)):
- [`EuclideanGeometry.mul_dist_eq_mul_dist_of_cospherical_of_angle_eq_pi`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Geometry/Euclidean/Sphere/Power.html#EuclideanGeometry.mul_dist_eq_mul_dist_of_cospherical_of_angle_eq_pi)
---
btw perhaps CPCTC should use [`Polygon`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Geometry/Polygon/Basic.html#Polygon)?
And should the intersecting secants/chords theorems use [`Collinear`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/LinearAlgebra/AffineSpace/FiniteDimensional.html#Collinear) & [`Wbtw`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Analysis/Convex/Between.html#Wbtw) instead of `angle .. = 0`/`π`?
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|
documentation
t-euclidean-geometry
maintainer-merge
|
10/0 |
docs/1000.yaml |
1 |
2 |
['github-actions', 'joneugster'] |
nobody |
11-75514 11 days ago |
17-69831 17 days ago |
17-69496 17 days |
0 |
| 44437 |
FawadHa1der author:FawadHa1der |
perf(Analysis/Normed/Lp/SmoothApprox): manifold-free proof of smooth approximation in Lp |
Authored with AI help. Created after @mcdoll feedback on [leanprover-community/mathlib4#42451](https://github.com/leanprover-community/mathlib4/pull/42451)
This is an alternate solution. This removes the manifold chain from the longest pole and even if the poisson summation is approved using denseRange_toLpCLM. We would still be saving roughly 5% in build time. There is only one new lemma but no change to existing lemmas/statements.
|
t-analysis
new-contributor
|
82/36 |
Mathlib/Analysis/Normed/Lp/SmoothApprox.lean |
1 |
3 |
['FawadHa1der', 'github-actions'] |
nobody |
11-72420 11 days ago |
11-73171 11 days ago |
11-72836 11 days |
0 |
| 44379 |
JokerXin2025 author:JokerXin2025 |
fix(tactic): skip implementation-detail declarations in `specialize_all` |
This commit fixes a bug in the `specialize_all` tactic that causes incorrect behavior in `specialize_all; assumption`.
In the original implementation of `specialize_all`, the statement `for h in ← getLCtx do` iterates over the entire local context without filtering out auxiliary declarations, particularly the theorem currently being proved. This allows the subsequent `assumption` tactic to directly use the local hypothesis produced by specializing that declaration, recursively “proving” the current theorem. This issue makes `tauto_set` unusable in many cases where it successfully executes `specialize_all` internally.
Here are some examples of the bug in `specialize_all` (before the fix):
```lean
import Mathlib.Tactic.TautoSet
/-- error: fail to show termination for
_example
with errors
failed to infer structural recursion:
Cannot use parameter x:
failed to eliminate recursive application
_example x✝ rfl -/
#guard_msgs (substring := true) in
example (x : ℕ) : {x} ⊆ Set.univ := by tauto_set
/-- error: fail to show termination for
_example -/
#guard_msgs (substring := true) in
example {α : Type} : α → False := by
intro x
specialize_all x
assumption
```
This issue does not cause Lean to accept the invalid proof, because it is rejected by the termination checker.
I fixed this issue by adding
```lean
unless h.isImplementationDetail do
```
after the loop statement above to filter out all implementation-detail hypotheses, including the auxiliary declaration for the current theorem. I also added three regression tests in `MathlibTest/Tactic/TautoSet.lean`. All three compile successfully now, but fail with `error: fail to show termination for ...` before the fix.
GPT-6-Astra was used to help locate the bug and translate the PR description to English.
---
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|
t-meta
new-contributor
maintainer-merge
|
21/2 |
Mathlib/Tactic/TautoSet.lean,MathlibTest/Tactic/TautoSet.lean |
2 |
11 |
['JokerXin2025', 'JovanGerb', 'github-actions', 'grunweg', 'plp127'] |
nobody |
11-63956 11 days ago |
12-18502 12 days ago |
12-55130 12 days |
0 |
| 41685 |
plp127 author:plp127 |
feat: free modular lattice on three generators |
We define `FreeModLatThree`, the free modular lattice on three generators, as an inductive type and prove the universal property.
---
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[](https://gitpod.io/from-referrer/)
|
t-order
t-data
|
587/0 |
Mathlib.lean,Mathlib/Data/FreeModLatThree.lean |
2 |
11 |
['alreadydone', 'github-actions', 'mathlib-merge-conflicts', 'plp127', 'tb65536'] |
nobody |
11-56914 11 days ago |
11-57972 11 days ago |
91-53277 91 days |
0 |
| 39037 |
JovanGerb author:JovanGerb |
chore: improve some instances |
These instances were found to cause slow type class searches. This is needed to avoid timeouts in the instance diamonds linter.
---
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[](https://gitpod.io/from-referrer/)
|
|
2/2 |
Mathlib/CategoryTheory/Action/Concrete.lean,Mathlib/CategoryTheory/Limits/Shapes/ConcreteCategory.lean |
2 |
10 |
['JovanGerb', 'github-actions', 'grunweg', 'leanprover-radar', 'mathlib-bors'] |
nobody |
11-53595 11 days ago |
11-65913 11 days ago |
12-10563 12 days |
0 |
| 38223 |
Deicyde author:Deicyde |
feat(Geometry/Manifold): add `MfldCat`, the category of `C^n` manifolds |
Defines `MfldCat 𝕜 n`: the category of `C^n` manifolds over a field `𝕜`, in which the model with corners is allowed to vary between objects. An object bundles a model vector space `E`, a model space `H`, a model with corners `I : ModelWithCorners 𝕜 E H` and a term of `ModelWithCorners.MfldCat I n`--see #41109. This includes manifolds with boundary / corners.
For more discussion see this Zulip thread: [#PR reviews > #38223 The Category of C^n Manifolds](https://leanprover.zulipchat.com/#narrow/channel/144837-PR-reviews/topic/.2338223.20The.20Category.20of.20C.5En.20Manifolds/with/587038032)
Also added: `ContMDiffMap.id_apply`, `.coe_id` and `.coe_comp` which are comparable to `ContinuousMap` API.
### Future work
- ✅ Define a Monoidal structure via product manifolds, analogous to `Manifold.Topology.Category.TopCat.Monoidal` #38560
- ✅ Define the tangent functor: `M ↦ TM`, `F ↦ F.tangentMap` from `MfldCat (n+1) 𝕜` to `MfldCat n 𝕜` #38270
- Functor `FGModuleCat 𝕜 ⥤ MfldCat 𝕜 n` sending a finite-dimensional `𝕜`-vector space to the manifold modeled on itself. Left as `TODO`.
- Define `FGModuleCat 𝕜` as an enriched category over `MfldCat n 𝕜`. Then _smooth functors_ can be realized as endofunctors on the enriched category. This is the main motivation for this construction.
---
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[](https://gitpod.io/from-referrer/)
|
t-differential-geometry
new-contributor
t-category-theory
|
210/0 |
Mathlib.lean,Mathlib/Geometry/Manifold/Category/MfldCat/Basic.lean,Mathlib/Geometry/Manifold/ContMDiffMap.lean |
3 |
63 |
['Deicyde', 'chrisflav', 'dagurtomas', 'github-actions', 'idontgetoutmuch', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'peabrainiac'] |
ocfnash assignee:ocfnash |
11-46591 11 days ago |
34-7685 34 days ago |
93-47589 93 days |
2 |
| 43925 |
xroblot author:xroblot |
feat(Algebra/Field/Subfield): the map/comap Galois coinsertion |
A ring homomorphism out of a field is injective, so the existing Galois connection between `map` and `comap` on subfields is in fact a `GaloisCoinsertion`, added here as `Subfield.gciMapComap`, along with what it yields: `comap_surjective`, `map_injective`, `map_le_map_iff`, the compatibility of `comap` with `⊓`, `⊔`, `⨅` and `⨆`, and three lemmas on `comap` along `s.subtype`.
The same is done for `IntermediateField` and `AlgHom`, as `IntermediateField.gciMapComap`, together with the basic `comap` lemmas that were missing there.
Prepared with Claude Code 🤖
---
|
t-algebra label:t-algebra$ |
149/2 |
Mathlib/Algebra/Field/Subfield/Basic.lean,Mathlib/FieldTheory/IntermediateField/Adjoin/Defs.lean,Mathlib/FieldTheory/IntermediateField/Basic.lean |
3 |
3 |
['github-actions', 'tb65536', 'xroblot'] |
nobody |
11-21035 11 days ago |
25-84575 25 days ago |
26-13957 26 days |
1 |
| 42272 |
xroblot author:xroblot |
feat(Algebra/QuadraticAlgebra): the degenerate cases over a field |
Complete the classification of `QuadraticAlgebra K a b` over a field by describing the two degenerate case.
---
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|
t-algebra label:t-algebra$ |
41/0 |
Mathlib/Algebra/QuadraticAlgebra/Basic.lean,Mathlib/Algebra/QuadraticAlgebra/Discriminant.lean |
2 |
6 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
11-17467 11 days ago |
11-18069 11 days ago |
28-57475 28 days |
0 |
| 44428 |
kebekus author:kebekus |
feat: behavior of zero/pole divisors of meromorphic functions under differentiation |
Relate the divisor of `deriv f` to the divisor of a meromorphic function `f`, and deduce the corresponding statements for the logarithmic counting functions of Value Distribution Theory.
This material is used in [Project VD](https://github.com/kebekus/ProjectVD), formalizing Value Distribution Theory for meromorphic functions on the complex plane. Claude Code was used to create this PR.
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|
t-analysis
LLM-generated
|
152/0 |
Mathlib/Analysis/Complex/ValueDistribution/LogCounting/Truncated.lean,Mathlib/Analysis/Meromorphic/Divisor.lean,Mathlib/Analysis/Meromorphic/Order.lean |
3 |
1 |
['github-actions'] |
nobody |
10-79382 10 days ago |
10-79382 10 days ago |
10-79047 10 days |
0 |
| 43811 |
emlis42 author:emlis42 |
feat(Analysis/SpecialFunctions): add complex Lambert W function |
This PR adds complex Lambert W function, and proves basic bijectivity.
## Main definitions
* `Complex.LambertW.domain k`: the domain of the `k`-th branch in the z-plane.
* `Complex.LambertW.range k`: the range of the `k`-th branch in the w-plane.
* `Complex.LambertW.index hw`: the unique index of the branch containing `w ≠ -1`.
* `Complex.lambertW k`: the `k`-th branch `W_ k` of the Lambert W function.
## Main results
* `Complex.LambertW.existsUnique_mem_range_mul_exp_eq`: every point in the domain of a branch has a
unique preimage in its range.
* `Complex.LambertW.bijOn_mul_exp_range_domain`:
`w ↦ w * cexp w` is a bijection from `range k` to `domain k`.
* `Complex.lambertW_mul_exp_of_mem_range`:
`W_ k (w * cexp w) = w` for `w ∈ range k`.
* `Complex.lambertW_mul_exp_lambertW_of_mem_domain`:
`W_ k z * cexp (W_ k z) = z` for `z ∈ domain k`.
* `Complex.eq_mul_exp_iff_exists_eq_lambertW`: `z = w * cexp w` if and only if `w = W_ k z` for
some branch `k` with `z ∈ domain k`.
* `Complex.eq_index_of_mem_lambertW`: the branch index in the previous statement is
unique whenever `w ≠ -1`.
## Notations
* `W_ k` is `Complex.lambertW k`.
* `W₀` is the principal branch `W_ 0`.
* `W₋₁` is `W_ (-1)`.
Discussed here: [adding the Complex LambertW function](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/adding.20the.20Complex.20LambertW.20function/with/622137962)
---
I asked LLM some proof details like `im_eq_zero_of_arg_add_im_eq_pi_of_mul_exp_mem` |
t-analysis |
1059/0 |
Mathlib.lean,Mathlib/Analysis/SpecialFunctions/Complex/Arg.lean,Mathlib/Analysis/SpecialFunctions/Exp.lean,Mathlib/Analysis/SpecialFunctions/LambertW/Basic.lean,Mathlib/Analysis/SpecialFunctions/Trigonometric/Basic.lean,docs/references.bib |
6 |
11 |
['Multramate', 'SnirBroshi', 'emlis42', 'github-actions', 'wwylele'] |
nobody |
10-71617 10 days ago |
28-79246 28 days ago |
28-80576 28 days |
2 |
| 42831 |
ray-shang author:ray-shang |
feat(CategoryTheory/Preadditive): category ring of preadditive category |
Given a preadditive category `C`, its category ring `CategoryRing C` is the non-unital ring
whose underlying additive group is the direct sum of all of its morphism groups `X ⟶ Y`, and
whose multiplication is induced by composition: the product of a morphism `f : X ⟶ Y` with a
morphism `g : Z ⟶ W` is `f ≫ g` when `Y = Z`, and `0` otherwise. When `C` is `R`-linear this ring
is a (non-unital) `R`-algebra, and when `C` has finitely many objects it is unital, with
unit `∑ X, 𝟙 X`.
This file formalizes `CategoryRing C` and its structure and universal property
when `C` is preadditive, `R`-linear, finite type, and both finite type and `R`-linear. For example,
when `C` is merely preadditive, the universal property of `CategoryRing C` is: non-unital ring
homomorphisms out of `CategoryRing C` correspond to `LiftData`, the data of a
compatible family of additive maps `(X ⟶ Y) →+ A` for a `NonUnitalNonAssocSemiring A`.
AI Usage: Gemini 3.1 Pro Extended Thinking is in use to generate proof terms for the custom induction principle to unwrap the nested direct sums of the category algebra. Human oversight and work determines the most efficient proof term.
---
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|
t-category-theory
new-contributor
|
706/0 |
Mathlib.lean,Mathlib/CategoryTheory/Preadditive/CategoryRing.lean |
2 |
11 |
['b-reinke', 'github-actions', 'joelriou', 'ray-shang', 'robin-carlier'] |
robin-carlier assignee:robin-carlier |
10-46588 10 days ago |
25-70968 25 days ago |
26-17262 26 days |
0 |
| 43745 |
theebayuser author:theebayuser |
feat(Geometry/Euclidean): add Euler's quadrilateral theorem |
Adds Euler's quadrilateral theorem to Mathlib/Geometry/Euclidean/, and records it in docs/1000.yaml (Q18630480). It states: for any four points, the sum of the squares of the four sides of the quadrilateral a b c d equals the sum of the squares of the two diagonals, plus four times the square of the distance between the midpoints of the diagonals.
This PR was written with AI assistance (Claude Code).
|
t-euclidean-geometry
new-contributor
LLM-generated
maintainer-merge
|
84/0 |
Mathlib.lean,Mathlib/Analysis/InnerProductSpace/Basic.lean,Mathlib/Geometry/Euclidean/EulerQuadrilateral.lean,docs/1000.yaml |
4 |
17 |
['github-actions', 'jsm28', 'theebayuser', 'wwylele'] |
nobody |
10-45688 10 days ago |
32-35173 32 days ago |
32-34838 32 days |
0 |
| 40973 |
certik author:certik |
feat: multiplicative automatic continuity on ℝ |
This PR adds the multiplicative companion of the existing additive automatic-continuity theorem `AddMonoidHom.continuous_of_measurable`. See the git commit descriptions for all the details.
Depends on https://github.com/leanprover-community/mathlib4/pull/40976.
AI usage disclosure: I used Claude Opus 4.8 to create the theorems and proofs in my own Lean project, then extracted them into this PR since I think they are general purpose and would be useful for other people. I iterated on the proofs until they are as simple as I could get them. I am new to Lean, so if something should be reworked, please let me know. Lean is amazing, I was able to use it to prove various theorems and check my derivations. This is my little contribution back to the project. |
t-measure-probability
LLM-generated
new-contributor
|
159/0 |
Mathlib.lean,Mathlib/MeasureTheory/Measure/Haar/AutomaticContinuity.lean |
2 |
10 |
['certik', 'github-actions', 'mathlib-merge-conflicts', 'wwylele'] |
nobody |
10-45687 10 days ago |
109-24116 109 days ago |
111-47478 111 days |
0 |
| 40448 |
ChiCubed author:ChiCubed |
feat(LinearAlgebra/Dimension): tower law for algebraic extensions |
We generalise the tower law for `Module.rank` to the situation of a module over an algebraic extension of domains.
---
See [the Zulip thread](https://leanprover.zulipchat.com/#narrow/channel/217875-Is-there-code-for-X.3F/topic/Tower.20law.20for.20.60Module.2Erank.60/) for some associated discussion.
I am not sure about in which file these results should live, or what their names should be. For the file I have gone with `LinearAlgebra/Dimension/Algebraic.lean` for now, because these feel more like dimension theorems than `Algebra.IsAlgebraic` theorems, and IMO do not logically fit into the other existing files in `LinearAlgebra/Dimension`.
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|
t-algebra
new-contributor
label:t-algebra$ |
299/11 |
Mathlib.lean,Mathlib/Algebra/Group/Action/Faithful.lean,Mathlib/LinearAlgebra/Dimension/Domain.lean,Mathlib/LinearAlgebra/Dimension/Free.lean,Mathlib/RingTheory/Algebraic/Integral.lean,Mathlib/RingTheory/Localization/FractionRing.lean |
6 |
46 |
['ChiCubed', 'eric-wieser', 'github-actions', 'mathlib-merge-conflicts', 'tb65536', 'themathqueen'] |
kim-em assignee:kim-em |
10-21845 10 days ago |
11-6591 11 days ago |
121-26087 121 days |
0 |
| 41373 |
SnirBroshi author:SnirBroshi |
feat(SimpleGraph): some `CliqueFree`/`Free` lemmas |
---
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|
t-combinatorics |
25/0 |
Mathlib/Combinatorics/SimpleGraph/Clique.lean,Mathlib/Combinatorics/SimpleGraph/Copy.lean |
2 |
4 |
['SnirBroshi', 'gdahia', 'github-actions'] |
nobody |
10-16181 10 days ago |
101-52725 101 days ago |
101-52390 101 days |
1 |
| 39420 |
mbkybky author:mbkybky |
feat(RingTheory/LocalProperties): `Module.Invertible` is a local property |
Let `M` be a finite `R`-module. We show that `M` is invertible if `Mₘ` is invertible for any maximal ideal `m` of `R`.
- [x] depends on: #39109
- [x] depends on: #39412
---
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|
t-ring-theory |
101/0 |
Mathlib.lean,Mathlib/RingTheory/LocalProperties/Invertible.lean |
2 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
mattrobball assignee:mattrobball |
9-74993 9 days ago |
87-35158 87 days ago |
96-8030 96 days |
1 |
| 44483 |
emlis42 author:emlis42 |
doc: fix mismatched parentheses in docstring |
This PR fixes a typo in docstring of `AddSubgroup.quotientiInfAddSubgroupOfEmbedding` in `Mathlib/GroupTheory/Coset/Basic.lean`.
---
This PR is split from #44457 at the request of reviewer @grunweg.
See the review [here](https://github.com/leanprover-community/mathlib4/pull/44457#discussion_r4177120900). |
t-group-theory |
1/1 |
Mathlib/GroupTheory/Coset/Basic.lean |
1 |
1 |
['github-actions'] |
nobody |
9-69734 9 days ago |
9-74103 9 days ago |
9-73768 9 days |
0 |
| 44487 |
artie2000 author:artie2000 |
feat(Algebra/GCDMonoid): `simp` lemmas for `normalize` being irreducible and prime |
* Add `simp` lemmas reducing `Irreducible (normalise x)` and `Prime (normalize x)` to `Irreducible x` and `Prime x`, respectively.
These are no-longer-relevant API lemmas split from #44287
---
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|
t-algebra label:t-algebra$ |
10/1 |
Mathlib/Algebra/GCDMonoid/Basic.lean,Mathlib/RingTheory/UniqueFactorizationDomain/NormalizedFactors.lean |
2 |
1 |
['github-actions'] |
nobody |
9-64975 9 days ago |
9-66899 9 days ago |
9-66564 9 days |
0 |
| 33369 |
Thmoas-Guan author:Thmoas-Guan |
feat(Homology): `Ext` commute with flat base change |
In this PR, using the linear map `Ext(M,N) => Ext(F(M), F(N))` when `F` is exact functor, we prove that `Ext` commute with flat base change if the ring is noetherian and two modules are finitely generated, stated using `IsBaseChange`.
---
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|
t-topology
increases-technical-debt
|
379/0 |
Mathlib.lean,Mathlib/Algebra/Category/ModuleCat/Ext/BaseChange.lean |
2 |
13 |
['Multramate', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot'] |
urkud assignee:urkud |
9-46591 9 days ago |
11-7855 11 days ago |
67-57879 67 days |
6 |
| 41710 |
WenrongZou author:WenrongZou |
feat(FormalGroup): generalize the definition of `FormalGroup.Point` |
This PR generalizes the definition of the point of formal group. This will fit into more cases of applications.
---
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|
t-ring-theory |
120/75 |
Mathlib/RingTheory/FormalGroup/Basic.lean |
1 |
1 |
['github-actions'] |
mattrobball assignee:mattrobball |
9-46590 9 days ago |
52-33972 52 days ago |
90-75549 90 days |
1 |
| 41729 |
vaca22 author:vaca22 |
feat(RingTheory/DedekindDomain): add divisor group core |
Add the divisor group of a Dedekind domain as a formal-sum model, together with the additive equivalence to the multiplicative group of nonzero fractional ideals.
**Relation to what Mathlib already has.** As pointed out on Zulip, Mathlib already knows that fractional ideals factor: `FractionalIdeal.count` gives the exponent of a height-one prime, and `ClassGroup` is built from fractional ideals directly. This PR does not re-prove any of that — it reuses `count` and `finite_factors` verbatim. What it adds is the *additive* packaging:
* `IsDedekindDomain.Divisor R := HeightOneSpectrum R →₀ ℤ`, so a divisor is a finitely supported integer-valued function and one can write `D₁ + D₂`, `-D`, `D v`, and use the whole `Finsupp` API (`support`, `sum`, induction on the support);
* `FractionalIdeal.divisorEquiv`, an `AddEquiv` from `(FractionalIdeal R⁰ K)ˣ` to `Divisor R`, turning ideal multiplication into divisor addition.
The multiplicative view is the right one for the class group; the additive one is what divisor-theoretic arguments are written in, where one constantly forms `D - D'`, compares coefficients prime by prime, and does induction over `D.support`. Having both, related by a single `AddEquiv`, means neither side has to be re-derived.
**Downstream use.** This is the bottom layer of a formalization of Riemann–Roch for algebraic function fields (announced in `#AI authored projects > Riemann–Roch for function fields`): `L(D)`, `deg D`, and the statement `ℓ(D) = deg D + 1 - g + ℓ(W - D)` are all phrased in terms of additive divisors, and the degree map is defined by summing coefficients over `D.support`.
Happy to reshape the API — in particular whether `Divisor` should be an `abbrev` or a structure, and whether this belongs next to `Factorization` rather than in its own file.
AI usage: LLM-generated, disclosed per the AI policy.
|
t-ring-theory
new-contributor
LLM-generated
|
100/0 |
Mathlib.lean,Mathlib/RingTheory/DedekindDomain/Divisor.lean |
2 |
4 |
['github-actions', 'grunweg', 'vaca22'] |
mattrobball assignee:mattrobball |
9-46589 9 days ago |
89-56557 89 days ago |
91-53425 91 days |
0 |
| 42125 |
NoneMore author:NoneMore |
feat(SetTheory/Cardinal): add cardinality bounds for direct limits |
Add an equivalence between a direct limit and its component at an upper-bound index. Use it to prove upper and lower cardinality bounds and criteria for computing the cardinality of direct limits.
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AI disclosure: Most declarations, comments, and documentation in this PR were generated with Codex.
[](https://gitpod.io/from-referrer/)
|
LLM-generated
t-set-theory
|
109/0 |
Mathlib.lean,Mathlib/Order/DirectedInverseSystem.lean,Mathlib/SetTheory/Cardinal/DirectLimit.lean |
3 |
2 |
['felixpernegger', 'github-actions'] |
alreadydone assignee:alreadydone |
9-46585 9 days ago |
79-28093 79 days ago |
79-27758 79 days |
2 |
| 42630 |
will1491 author:will1491 |
feat(Analysis/Complex): define Wirtinger derivatives |
Define the Wirtinger derivatives `Complex.wirtingerDeriv` and `Complex.wirtingerDerivBar` from `fderiv ℝ`, and prove: the Cauchy-Riemann characterization of complex differentiability (pointwise and on open sets), agreement of `wirtingerDeriv` with `deriv` for holomorphic functions, additivity, Leibniz product rules, conjugation identities, both Wirtinger chain rules, and the Wirtinger decomposition of a real-linear map `ℂ →L[ℝ] ℂ`.
Extracted from https://github.com/will1491/RiemannDynamics, where it underlies the Beltrami-equation and Cauchy/Beurling-transform theory used in the proof of the measurable Riemann mapping theorem.
---
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[](https://gitpod.io/from-referrer/)
|
t-analysis
new-contributor
|
253/0 |
Mathlib.lean,Mathlib/Analysis/Complex/Wirtinger.lean |
2 |
3 |
['github-actions', 'mathlib-merge-conflicts'] |
urkud assignee:urkud |
9-46584 9 days ago |
33-60674 33 days ago |
64-35980 64 days |
0 |
| 44491 |
staroperator author:staroperator |
feat(Order/Ideal): reprove Rasiowa–Sikorski lemma and deprecate `Order.Cofinal` |
Reprove Rasiowa–Sikorski lemma as `Order.exists_ideal_meets_cofinals`. This non-constructive version is closer to its usual statement (e.g. `Countable` instead of `Encodable`), hides internal constructions and is shorter. Its dual version, `Order.exists_pfilter_meets_coinitials` which is used in set theory more often, will be proved in #34855 when `Order.PFilter` gets `to_dual`-ized.
We also deprecate `Order.Cofinal`, which is the bundled version of `IsCofinal` and can be replaced by its unbundled version.
**The proofs of `embedding_from_cg` and `equiv_between_cg` in ModelTheory/PartialEquiv.lean are fixed by LLM (GPT-6 Astra).** Others are written by me.
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|
t-order
increases-technical-debt
LLM-generated
|
140/86 |
Mathlib/ModelTheory/PartialEquiv.lean,Mathlib/Order/Cofinal.lean,Mathlib/Order/CountableDenseLinearOrder.lean,Mathlib/Order/Ideal.lean |
4 |
1 |
['github-actions'] |
nobody |
9-35968 9 days ago |
9-37800 9 days ago |
9-42115 9 days |
1 |
| 42588 |
sharky564 author:sharky564 |
fix(Tactic/Linarith): attribute `linarith?` suggestions to the correct hypotheses |
`runLinarith` returned indices into the post-preprocessing fact list, but `linarithUsedHyps` applies them to the pre-preprocessing hypothesis list, so `linarith?` could suggest the wrong hypotheses or fail outright. Fixed this by tagging each fact with the indices of the original hypotheses it was derived from (`TaggedProof`), threaded through all preprocessors.
---
This addresses and closes the issue raised in #41471.
This was broken because the old code passed indices of a list around, without updating when the list was modified by preprocessor dropped, split or synthesised facts. No index-fix could recover this, besides just carrying through the index. Keeping the `Origin` a set rather than a single index is necessary since preprocessors can combine hypotheses. However this does mean the preprocessors no longer act on `Expr`s but rather `TaggedProof`s - I'm not the greatest fan of this, but I couldn't come up with an easy solution that preserved this behaviour. I've also provided additional tests which highlight the issues that would've previously arisen.
AI disclosure:
I did have AI assistance (Claude Opus/Fable) with this, but this was for me to learn more Lean syntax not typically seen in writing proofs. The diagnosis and idea for the solution was mine, and debugging and documentation was with AI assistance.
[](https://gitpod.io/from-referrer/)
|
t-meta |
366/187 |
Mathlib/Tactic/Linarith/Datatypes.lean,Mathlib/Tactic/Linarith/Frontend.lean,Mathlib/Tactic/Linarith/NNRealPreprocessor.lean,Mathlib/Tactic/Linarith/Preprocessing.lean,MathlibTest/Tactic/Linarith/Basic.lean,MathlibTest/Tactic/Linarith/NNReal.lean |
6 |
13 |
['github-actions', 'kbuzzard', 'leanprover-radar', 'mathlib-merge-conflicts', 'sharky564'] |
joneugster assignee:joneugster |
9-34587 9 days ago |
12-75522 12 days ago |
57-40957 57 days |
0 |
| 42821 |
EtienneC30 author:EtienneC30 |
chore: deprecate PMF |
Deprecate [PMF](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Probability/ProbabilityMassFunction/Basic.html#PMF). The preferred spelling is to use [MeasureTheory.Measure.sum](https://leanprover-community.github.io/mathlib4_docs/Mathlib/MeasureTheory/Measure/MeasureSpace.html#MeasureTheory.Measure.sum) and [MeasureTheory.Measure.dirac](https://leanprover-community.github.io/mathlib4_docs/Mathlib/MeasureTheory/Measure/Dirac.html#MeasureTheory.Measure.dirac), see how [ProbabilityTheory.poissonMeasure](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Probability/Distributions/Poisson/Basic.html#ProbabilityTheory.poissonMeasure) and [ProbabilityTheory.geometricMeasure](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Probability/Distributions/Geometric.html#ProbabilityTheory.geometricMeasure) are defined for instance.
This was discussed on Zulip among reviewers, and see also https://leanprover.zulipchat.com/#narrow/channel/113489-new-members/topic/generic.20shannon.20entropy.20formalization.20mathlib4/near/584361371 for pointers to some PRs where some discussion on the topic happened.
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[](https://gitpod.io/from-referrer/)
|
t-measure-probability
large-import
|
257/174 |
Mathlib/Probability/ProbabilityMassFunction/Basic.lean,Mathlib/Probability/ProbabilityMassFunction/Binomial.lean,Mathlib/Probability/ProbabilityMassFunction/Constructions.lean,Mathlib/Probability/ProbabilityMassFunction/Integrals.lean,Mathlib/Probability/ProbabilityMassFunction/Monad.lean |
5 |
5 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
9-19272 9 days ago |
9-20982 9 days ago |
9-20647 9 days |
0 |
| 43358 |
EtienneC30 author:EtienneC30 |
feat: strong measurability of a path-valued random variable |
If `X` is a right-continuous strongly adapted stochastic process, then it is strongly measurable when seen as a path-valued random variable.
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Co-authored-by: @RemyDegenne
[](https://gitpod.io/from-referrer/)
|
brownian
t-measure-probability
|
214/0 |
Mathlib.lean,Mathlib/MeasureTheory/Function/SimpleFunc.lean,Mathlib/Probability/Process/StronglyMeasurablePath.lean,Mathlib/Topology/NhdsWithin.lean |
4 |
4 |
['github-actions', 'mathlib-bors', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
9-5277 9 days ago |
9-11361 9 days ago |
15-15100 15 days |
1 |
| 37794 |
EtienneC30 author:EtienneC30 |
feat: a sum of independent binomial random variables is a binomial random variable |
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- [x] depends on: #37761
- [x] depends on: #40083
- [x] depends on: #41312
- [x] depends on: #42972
- [x] depends on: #42974
- [x] depends on: #43002
- [x] depends on: #43523
- [x] depends on: #44274
[](https://gitpod.io/from-referrer/)
|
t-measure-probability |
302/7 |
Mathlib/Probability/Distributions/Bernoulli.lean,Mathlib/Probability/Distributions/Binomial.lean,Mathlib/Probability/Distributions/SetBernoulli.lean |
3 |
16 |
['EtienneC30', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'sgouezel'] |
sgouezel assignee:sgouezel |
9-5036 9 days ago |
9-81179 9 days ago |
17-58142 17 days |
1 |
| 44094 |
Nicola9Falciola author:Nicola9Falciola |
feat(LinearAlgebra/Matrix/SpecialLinearGroup): add the induced group equiv on `SL n` by a ring equiv and the equivalence between `SL n (Π i, R i) ≃* Π i, SL n (R i) ` |
---
Following the API in Data/Matrix/Basic I add :
- The `MulEquiv` : ` SL n R ≃* SL n S` induced by a `RingEquiv` and relative API.
- The `MulEquiv` : `SL n (Π i, R i) ≃* Π i, SL n (R i)`
- I have added a `simp` lemma that for `SpecialLinearGroup.map` following the API for `Matrix` that was missing.
- The `MulEquiv` : `SL m R ≃* SL n S` induced by ` m ≃ n `.
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|
t-algebra label:t-algebra$ |
77/1 |
Mathlib/LinearAlgebra/Matrix/SpecialLinearGroup.lean |
1 |
1 |
['github-actions'] |
nobody |
8-84852 8 days ago |
18-70214 18 days ago |
21-27322 21 days |
1 |
| 44500 |
kim-em author:kim-em |
feat(Abel): remove unused transparency controls |
The bang forms of `abel`, `abel1`, and `abel_nf`, together with the `red` configuration field of `abel_nf`, have no known handwritten uses outside the tactic test suite. Remove support for them and make `.reducible` the fixed transparency mode.
The remaining `zetaDelta`, `contextual`, and normalization-mode configuration continues to work. Tests that used bang only to unfold local lets now request `zetaDelta := true` directly.
---
This is the direct-removal alternative to the competing warning-first PR #44501. |
|
30/61 |
Mathlib/Tactic/Abel.lean,Mathlib/Tactic/Linter/FlexibleLinter.lean,MathlibTest/Linter/Flexible/ImportHeavy.lean,MathlibTest/Tactic/Abel.lean |
4 |
2 |
['Parcly-Taxel', 'github-actions'] |
nobody |
8-82602 8 days ago |
9-44940 9 days ago |
9-44605 9 days |
0 |
| 44501 |
kim-em author:kim-em |
feat(Abel): warn about planned deprecation of transparency controls |
Warn whenever a bang form of `abel`, `abel1`, or `abel_nf` is used, and whenever the `red` configuration field of `abel_nf` is set explicitly or has a non-default value.
The warning says that these controls will be deprecated soon, directs users with a genuine use case to the dedicated [Zulip discussion](https://leanprover.zulipchat.com/#narrow/with/629213120), and documents `set_option warn.abelTransparency false` as an opt-out. Tests cover the warning and the opt-out.
---
This is the warning-first alternative to the competing removal PR #44500. |
|
57/5 |
Mathlib/Tactic/Abel.lean,MathlibTest/Linter/Flexible/ImportHeavy.lean,MathlibTest/Tactic/Abel.lean |
3 |
2 |
['github-actions'] |
nobody |
8-82601 8 days ago |
9-44929 9 days ago |
9-44594 9 days |
0 |
| 36595 |
mcdoll author:mcdoll |
feat(Analysis/TemperedDistribution): polynomially bounded locally integrable functions define tempered distributions |
Every polynomially bounded and locally integrable function defines a tempered distribution, this generalizes the previous version for temperate growth functions.
Breaking change: we deprecate the temperate growth embedding - it is a special case and we prove that every temperate growth function satisfies the polynomial bound outside a compact set.
---
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[](https://gitpod.io/from-referrer/)
|
t-analysis |
172/2 |
Mathlib/Analysis/Asymptotics/Lemmas.lean,Mathlib/Analysis/Distribution/SchwartzSpace/Basic.lean,Mathlib/Analysis/Distribution/TemperateGrowth.lean,Mathlib/Analysis/Distribution/TemperedDistribution.lean,Mathlib/MeasureTheory/Function/LocallyIntegrable.lean,Mathlib/MeasureTheory/Integral/IntegrableOn.lean |
6 |
3 |
['github-actions', 'mathlib-bors', 'mathlib-dependent-issues'] |
nobody |
8-76180 8 days ago |
8-78932 8 days ago |
8-78598 8 days |
0 |
| 44358 |
TJHeeringa author:TJHeeringa |
chore(LinearAlgebra): generalize IsAdjointPair |
The implemented definition `IsAdjointPair` required sesquilinear maps. This is a stronger requirement than necessary. This PR relaxes the conditions on `IsAdjointPair` to the minimal ones.
---
This is needed to generalize the RKHS from `InnerProductSpace/Reproducing.lean`.
The location of the definition is still `LinearAlgebra/SesquilinearForm/Basic`. That is clearly not a good fit. However, I don't know a better location either. Places like `LinearAlgebra/BilinearForm/Basic` are also dealing with a less general construction.
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|
t-algebra label:t-algebra$ |
94/45 |
Mathlib/LinearAlgebra/SesquilinearForm/Basic.lean |
1 |
1 |
['github-actions'] |
nobody |
8-71455 8 days ago |
8-72670 8 days ago |
8-75360 8 days |
0 |
| 40967 |
Formalistic03 author:Formalistic03 |
feat(Combinatorics/SimpleGraph/Paths): some lemmas about inducing walks |
Could also be done via `SimpleGraph.Walk.map_induce`, but I thought that doing it directly is not much worse.
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[](https://gitpod.io/from-referrer/)
|
new-contributor
t-combinatorics
maintainer-merge
|
59/0 |
Mathlib/Combinatorics/SimpleGraph/Paths.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Maps.lean,Mathlib/Data/List/Nodup.lean,Mathlib/Data/Sym/Sym2.lean |
4 |
34 |
['Formalistic03', 'SnirBroshi', 'github-actions'] |
b-mehta assignee:b-mehta |
8-55843 8 days ago |
9-65060 9 days ago |
102-78452 102 days |
0 |
| 41831 |
YaelDillies author:YaelDillies |
chore(RingTheory/TwoSidedIdeal): rid the `SMulMemClass (TwoSidedIdeal R) Rᵐᵒᵖ R` non-instance from its `inst` |
See https://github.com/leanprover-community/mathlib4/pull/40718#discussion_r3573863027.
---
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
3/1 |
Mathlib/RingTheory/TwoSidedIdeal/Basic.lean |
1 |
3 |
['Ruben-VandeVelde', 'YaelDillies', 'github-actions'] |
riccardobrasca assignee:riccardobrasca |
8-46591 8 days ago |
55-15361 55 days ago |
89-66316 89 days |
0 |
| 42912 |
justin-palumbo author:justin-palumbo |
feat(Topology/GDelta): a completely metrizable subspace of a T6 space is Gδ |
Adds TopologicalSpace.IsCompletelyMetrizableSpace.isGδ: a completely metrizable subspace of a T6 space is Gδ
This is one direction of a foundational fact in descriptive set theory --- the Polish subspaces of a Polish space are exactly the Gδ subsets.
The proof here is modeled on the exposition in Anush Tserunyan's descriptive set theory notes https://www.math.mcgill.ca/atserunyan/Teaching_notes/dst_lectures.pdf, with one adjustment; to make the formalization easier and avoid having multiple distance metrics instantiated at the same time, instead of directly defining open `U_n` with `s = ⋂ n, U` define them such that `s = closure s ∩ ⋂ n, U n` and then appeal to the fact closed sets are Gδ in a perfectly normal space.
---
- [x] depends on: #42896 [which fixes buggy naming present in Topology/Metrizable/CompletelyMetrizable]
This can be viewed as a companion to #42693, which - under the stronger assumption of the ambient space being Polish - establishes the other direction --- a Gδ subspace of a Polish space is itself Polish.
Together, these give Alexandrov's theorem, characterizing the Polish subspaces of an ambient Polish space as exactly the Gδ ones, and (via `Metric.PiNatEmbed.exists_embedding_to_hilbert_cube`) Polish spaces as exactly the Gδ subsets of the Hilbert cube. If and when both these PRs are committed, I anticipate adding these consequences to Topology/MetricSpace/Polish.lean
LLM usage: I wrote the initial version myself, while using Google's free "AI mode" to help me find relevant lemma names in the codebase, and afterward used helped Claude Opus to review, which led to simplifying some of the arguments. I take full responsibility for the code here
|
t-topology
new-contributor
|
91/0 |
Mathlib.lean,Mathlib/Topology/GDelta/CompletelyMetrizable.lean |
2 |
8 |
['github-actions', 'justin-palumbo', 'mathlib-dependent-issues', 'plp127'] |
ADedecker assignee:ADedecker |
8-46588 8 days ago |
56-3372 56 days ago |
56-3334 56 days |
0 |
| 43104 |
elazarg author:elazarg |
feat(InformationTheory/KullbackLeibler): finite Kullback-Leibler divergence |
Add finite-sum formulas for `InformationTheory.klDiv` on finite measurable spaces, including equal-mass and probability-measure specializations and formulas for sums of weighted Dirac measures. Provide both `ℝ≥0∞`-valued and `toReal` versions.
Supporting API includes a formula for the Radon–Nikodym derivative at points of nonzero reference-measure mass, a finite-sum formula for the integral of the log-likelihood ratio, and singleton-mass and absolute-continuity lemmas for sums of weighted Dirac measures.
---
Continuing #42584, another part of https://github.com/elazarg/kraft.
Following review, this uses the existing `klDiv` instead of introducing `klDivFin`. The `toReal` formulas connect it to real-valued sums in downstream code.
For measures of unequal mass, the formulas retain the correction term `ν.real univ - μ.real univ`.
The KL formulas are in `KullbackLeibler/Basic.lean`; the supporting lemmas are in the corresponding measure-theory modules.
[](https://gitpod.io/from-referrer/)
|
t-measure-probability
new-contributor
LLM-generated
|
100/1 |
Mathlib/InformationTheory/KullbackLeibler/Basic.lean,Mathlib/MeasureTheory/Measure/Decomposition/RadonNikodym.lean,Mathlib/MeasureTheory/Measure/Dirac/Basic.lean,Mathlib/MeasureTheory/Measure/LogLikelihoodRatio.lean |
4 |
9 |
['EtienneC30', 'elazarg', 'github-actions', 'vlad902'] |
RemyDegenne assignee:RemyDegenne |
8-46587 8 days ago |
30-65973 30 days ago |
39-47316 39 days |
0 |
| 43113 |
themathqueen author:themathqueen |
feat(Topology/Algebra/Module/Spaces/CLM): linear map version of `smulRightL` |
This is the linear map version of `smulRightL` that can be used for non-normed spaces.
---
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|
t-topology |
20/1 |
Mathlib/Analysis/Normed/Operator/Bilinear.lean,Mathlib/Topology/Algebra/Module/Spaces/ContinuousLinearMap.lean |
2 |
1 |
['github-actions'] |
ADedecker assignee:ADedecker |
8-46586 8 days ago |
49-65967 49 days ago |
49-65805 49 days |
1 |
| 44524 |
Thmoas-Guan author:Thmoas-Guan |
refactor(RingTheory): make `ModuleCat.smulShortComplex` implicit reducible |
Currently, we are facing trouble on identification of `X_1` and `X_2` in short complex `M => M => M/xM => 0`. An direct benefit of this change can be seen in #32098
---
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|
t-ring-theory |
1/1 |
Mathlib/RingTheory/Regular/Category.lean |
1 |
1 |
['github-actions'] |
nobody |
8-38579 8 days ago |
8-80409 8 days ago |
8-80074 8 days |
0 |
| 44287 |
artie2000 author:artie2000 |
feat: root existence for odd-degree polynomials |
* Prove that every odd-degree polynomial has a monic irreducible odd-degree factor
* Prove that, if there are no nonlinear irreducible odd-degree polynomials over a particular field, then every odd-degree polynomial has a root
* Move `Polynomial.exists_monic_irreducible_factor` earlier (it doesn't need Gauss' lemma)
* Register the dichotomy between `Odd` and `Even` with `push`
---
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|
t-algebra
t-ring-theory
label:t-algebra$ |
58/28 |
Mathlib/Algebra/Order/Ring/GeomSum.lean,Mathlib/Algebra/Polynomial/FieldDivision.lean,Mathlib/Algebra/Ring/Int/Parity.lean,Mathlib/Algebra/Ring/Parity.lean,Mathlib/RingTheory/Polynomial/UniqueFactorization.lean |
5 |
17 |
['artie2000', 'github-actions', 'vihdzp'] |
nobody |
8-36954 8 days ago |
8-40176 8 days ago |
15-65422 15 days |
1 |
| 42195 |
Jun2M author:Jun2M |
refactor(Order/Partition): remove the support index from `Partition` |
Redefine `Partition α` as an independent collection of nonbottom elements of a complete lattice, with support `P.supp` defined as their supremum. In the special case `Partition (Set β)`, the parts are pairwise disjoint, nonempty sets and the support is their union.
Previously, `Partition s` carried its support as a type index. This made partitions of different sets inhabit different types and forced otherwise natural operations to transport partitions across support equalities.
BREAKING CHANGE: Replace the indexed type `Partition s` with `Partition α`, and obtain the former index from `P.supp`. When constructing a partition, omit the proof that the parts cover a prescribed set. `Partition.copy` and `Partition.partscopyEquiv` are no longer needed. Import the relevant `Mathlib.Order.Partition` submodule when using APIs moved out of `Basic`.
Deletions:
- Partition.copy
- Partition.mem_copy_iff
- Partition.partscopyEquiv
It also introduces some new definitions: `induce` & `bind`. These are added in this PR as they are needed to keep `SemiLattice` instance on `Partition`.
A new file `Set.lean` now houses defs and theorems of `Partition (Set _)`, including `IsRepFun` previously in `Basic` file.
This PR is partially generated by AI: Partition API written by myself in [Matroid repo](https://github.com/apnelson1/Matroid) has be adapted using codex and final checked by myself.
Co-authored-by: OpenAI Codex <codex@openai.com>
---
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|
t-order |
624/399 |
Mathlib.lean,Mathlib/Order/Partition/Basic.lean,Mathlib/Order/Partition/Set.lean,Mathlib/Order/SupIndep.lean |
4 |
4 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
8-36343 8 days ago |
8-38225 8 days ago |
20-74549 20 days |
1 |
| 40531 |
tb65536 author:tb65536 |
feat(Combinatorics/Hypergraph/Coloring): define hypergraph colorings |
This PR defines hypergraph colorings and the chromatic index of a hypergraph.
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|
t-combinatorics |
66/0 |
Mathlib.lean,Mathlib/Combinatorics/Hypergraph/Coloring/Edge.lean |
2 |
6 |
['SnirBroshi', 'YaelDillies', 'b-mehta', 'github-actions', 'tb65536'] |
YaelDillies assignee:YaelDillies |
8-34418 8 days ago |
8-76590 8 days ago |
119-19466 119 days |
0 |
| 44440 |
vincentqb author:vincentqb |
feat(Computability/TuringMachine): bound the output length of a TM2 run |
This PR bounds the output length of a TM2 run by the input length plus a machine constant times the step count. It deduces `TM2ComputableInPolyTime.length_le`, the polynomial output-length bound used in composition.
It also adds step-count induction and defines `initList` and `haltList` using `Function.update`.
---
Relates to #7172 #33132 #35366
The code, the testing, and this description were prepared with the help of an AI coding assistant (Codex).
|
t-computability
LLM-generated
new-contributor
|
82/7 |
Mathlib/Computability/StateTransition.lean,Mathlib/Computability/TuringMachine/Computable.lean,Mathlib/Computability/TuringMachine/StackTuringMachine.lean |
3 |
3 |
['github-actions', 'vincentqb'] |
nobody |
8-31187 8 days ago |
11-54561 11 days ago |
11-54226 11 days |
1 |
| 44536 |
vincentqb author:vincentqb |
feat(Probability): conditional variance of a Bernoulli random variable |
This PR proves `Var[X; P | m] =ᵐ[P] P[X | m] * P[1 - X | m]` for a random variable with law `Ber(1, 0, p)`.
It replaces the binomial `proof_wanted`, which is false: for `Bin(2, 1/2)` and the trivial σ-algebra, the variance is `1/2` while the proposed product is `0`.
---
Supersedes #44467. Independent of #42999, which proves the remaining binomial variance statement.
The code, the testing, and this description were prepared with the help of an AI coding assistant (Codex).
|
t-measure-probability
LLM-generated
new-contributor
|
15/10 |
Mathlib/Probability/Distributions/TwoValued.lean,Wanted/Probability/Distributions/Binomial.lean |
2 |
3 |
['github-actions', 'vincentqb'] |
nobody |
8-29908 8 days ago |
8-29908 8 days ago |
8-29573 8 days |
0 |
| 44541 |
vincentqb author:vincentqb |
feat(Computability/Partrec): computability of list operations |
This PR adds `Computable.list_foldl`, `list_foldr`, `list_rec`, and `list_map`, with the same statements as their `Primrec` counterparts.
---
The code, the testing, and this description were prepared with the help of an AI coding assistant.
|
LLM-generated
new-contributor
t-computability
|
37/0 |
Mathlib/Computability/Partrec.lean |
1 |
3 |
['github-actions', 'vincentqb'] |
nobody |
8-29873 8 days ago |
8-30130 8 days ago |
8-29795 8 days |
0 |
| 37838 |
Thmoas-Guan author:Thmoas-Guan |
feat(FieldTheory): basic theories about transcendental separable extension |
The formalization of [Stacks 030W] via [Stacks 030U].
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra
large-import
label:t-algebra$ |
475/16 |
Mathlib/FieldTheory/SeparablyGenerated.lean,Mathlib/FieldTheory/TranscendentalSeparable.lean,Mathlib/RingTheory/LocalProperties/Reduced.lean |
3 |
27 |
['Multramate', 'Thmoas-Guan', 'github-actions', 'jjdishere', 'mathlib-bors', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
8-22664 8 days ago |
8-23404 8 days ago |
33-60183 33 days |
1 |
| 44086 |
bjornsolheim author:bjornsolheim |
feat(Analysis/Convex/Strict): farthest points are exposed in strictly convex spaces |
Proves the following (in a real strictly convex normed space):
`sphere_subset_exposedPoints_closedBall` - every point of a sphere is an exposed point of the
corresponding closed ball
`mem_exposedPoints_of_isMaxOn_dist` - a point `y ∈ S` that maximizes distance
to a fixed center `z` is an exposed point of `S`
`exposedPoints_closedBall_eq_sphere` - the exposed points of a closed ball
are exactly its sphere
Assisted by: Claude Fable 5.1 (used for research and to write or complete or improve some parts).
All lines are written or reviewed by me.
---
Optional comment |
t-analysis |
77/0 |
Mathlib.lean,Mathlib/Analysis/Convex/Strict/Exposed.lean |
2 |
2 |
['github-actions'] |
nobody |
8-17159 8 days ago |
21-76500 21 days ago |
21-76165 21 days |
1 |
| 32098 |
Thmoas-Guan author:Thmoas-Guan |
feat(RingTheory): injective dimension of quotSMulTop |
In this PR, we proved for finitely generated module `M` over noetherian ring `R`, if `x` in maximal ideal being both `R`-regular and `M`-regular, `injdim_R (M/xM) + 1 = injdim_{R/(x)} (M)`.
---
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|
t-ring-theory
increases-technical-debt
|
449/0 |
Mathlib.lean,Mathlib/RingTheory/Regular/InjectiveDimension.lean |
2 |
9 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot'] |
nobody |
8-9888 8 days ago |
43-6210 43 days ago |
43-7934 43 days |
6 |
| 41299 |
JovanGerb author:JovanGerb |
chore(DomAct): clean up `DomMulAct`/`DomAddAct` instances |
This PR cleans up the `DomMulAct`/`DomAddAct` instances using `inferInstanceAs`.
Instead having the `MyClass Mᵐᵒᵖ` instance imply the `MyClass Mᵈᵐᵃ` instance, we use `MyClass M` as the hypothesis. For this to work, some instances need to be moved from the group file to the ring file, so that the required instances are available.
Additionally, `@[to_additive]` is now only used in the group instances and not the ring instances.
---
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|
t-group-theory
large-import
|
21/16 |
Mathlib/Algebra/Module/Hom.lean,Mathlib/Algebra/Module/LinearMap/Basic.lean,Mathlib/Algebra/Ring/Opposite.lean,Mathlib/GroupTheory/GroupAction/DomAct/Basic.lean |
4 |
6 |
['JovanGerb', 'Whysoserioushah', 'github-actions', 'leanprover-radar', 'riccardobrasca'] |
nobody |
8-7645 8 days ago |
103-78408 103 days ago |
103-78348 103 days |
0 |
| 44531 |
emlis42 author:emlis42 |
feat(Analysis/SpecialFunctions): add the polylogarithm function |
This PR adds the polylogarithm function $$\mathrm{Li}_ s(z)$$, together with its integral representation, power series, the recurrence `z * deriv (Li_ (s + 1)) z = Li_ s z`, and analyticity off the branch cut.
## Main definitions
* `Complex.polylogKernel`: the integrand `polylogKernel z t = z / (cexp t - z)`.
* `Complex.polylogIntegral`: the integral representation
$$
\mathrm{Li}_ s(z) = \dfrac{1}{\Gamma(s)}\int_0^{\infty}t ^ {s - 1} \dfrac{z}{e^z -z} \mathrm{d}t
$$
* `Complex.polylogSeries`: the power series
$$
\mathrm{Li}_ s(z) = \sum_{n = 1}^{\infty} \dfrac{z^n}{n^s}
$$
* `Complex.polylog`: the polylogarithm `Li_ s z`.
## Main statements
* `Complex.polylog_eq_polylogSeries`: `Li_ s z = polylogSeries s z` for `‖z‖ < 1`.
* `Complex.summable_polylogSeries_of_norm_lt` and `_of_norm_le`: the defining series
is summable for `‖z‖ < 1`, resp. for `‖z‖ ≤ 1` when `1 < s.re`.
* `Complex.polylog_eq_polylogIntegral`: `Li_ s z = polylogIntegral s z` for `0 < s.re`
and `z` off the branch cut.
* `Complex.mul_deriv_polylog_add_one`: the recurrence
`z * deriv (Li_ (s + 1)) z = Li_ s z` for `z` off the branch cut.
* `Complex.analyticOnNhd_polylog_right`: `Li_ s` is analytic off the branch cut.
## Implementation notes
The definition follows DLMF 25.12: `Li_ s z` is defined on the complement of the
branch cut `Ici 1 ×ℂ {0}` via the integral representation for `0 < s.re`, and extended to
general `s` by repeatedly applying the recurrence
`Li_ s = z * deriv (Li_ (s + 1))` until the real part becomes positive.
On the branch cut itself we take the limit from the lower half-plane.
---
I used an LLM agent only to verify the definitions in this work. I did not use any LLM-generated code. |
t-analysis |
624/0 |
Mathlib.lean,Mathlib/Analysis/SpecialFunctions/Polylog/Basic.lean,Mathlib/Topology/Separation/Hausdorff.lean |
3 |
2 |
['emlis42', 'github-actions'] |
nobody |
8-2615 8 days ago |
8-56604 8 days ago |
8-56269 8 days |
0 |
| 38331 |
Thmoas-Guan author:Thmoas-Guan |
feat(RingTheory/AdicCompletion): AdicCompletion of Noetherian ring is Noetherian |
For `I` an ideal of `R`, if `R/I` is Noetherian and `I` is finitely generated, the the completion of `R` wrt `I` is Noetherian.
---
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|
t-ring-theory
large-import
|
215/5 |
Mathlib/RingTheory/AdicCompletion/Noetherian.lean |
1 |
19 |
['Thmoas-Guan', 'erdOne', 'faenuccio', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
faenuccio assignee:faenuccio |
8-2083 8 days ago |
8-2832 8 days ago |
53-68703 53 days |
4 |
| 39075 |
Thmoas-Guan author:Thmoas-Guan |
feat(Algebra/CommRingCat): colimit of local ring via local hom |
In this PR, we deal with filtered colimit of local ring via local homomorphisms, proving it is
again local, with maximal ideal equal to the union of images of maximal ideals.
Further more, we proved their residue field is colimit too (in category of local ring, residue field functor preserve colimit).
Co-authored-by: Wang Jingting <wangjt2020@163.com>
---
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|
t-algebra label:t-algebra$ |
218/0 |
Mathlib.lean,Mathlib/Algebra/Category/Ring/FilteredColimitsLocal.lean |
2 |
15 |
['Thmoas-Guan', 'github-actions', 'riccardobrasca', 'robin-carlier', 'xyzw12345'] |
mattrobball assignee:mattrobball |
7-86383 7 days ago |
8-28782 8 days ago |
148-30270 148 days |
3 |
| 41531 |
luigi-massacci author:luigi-massacci |
feat: scalar multiplication as a CLM on D^n |
Introduces for `TestFunction` the analogous results from `SchwartzMap`.
---
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|
t-analysis |
54/3 |
Mathlib/Analysis/Distribution/TestFunction.lean |
1 |
10 |
['github-actions', 'luigi-massacci', 'luigimassacci-ax', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mcdoll'] |
nobody |
7-80038 7 days ago |
26-81707 26 days ago |
26-81797 26 days |
4 |
| 41915 |
theebayuser author:theebayuser |
feat(Data/List): infixes, the enumerator of contiguous factors |
This PR adds `List.infixes`, which is the list of all infixes of a list.
---
AI disclosure: This code was mostly generated by Claude Fable 5 and Opus 4.8 as part of my larger project on combinatorics on words, which I then reviewed and revised to contribute to mathlib.
|
t-data
LLM-generated
new-contributor
|
37/2 |
Mathlib/Data/List/Infix.lean |
1 |
4 |
['github-actions', 'mathlib-merge-conflicts', 'theebayuser'] |
joneugster assignee:joneugster |
7-52367 7 days ago |
36-67460 36 days ago |
87-35027 87 days |
0 |
| 42336 |
kim-em author:kim-em |
feat(Tactic): add sum-of-squares tactic |
This PR adds the `leanprover/sos` tactic to Mathlib. See `MathlibTest/Tactic/SOS/Showcase.lean` for example applications.
---
## Review order
The history is deliberately six buildable commits, in this order:
1. `feat(Cache): fetch prebuilt native dependencies` — the Lake/cache boundary, tests, workflow hook, security documentation, and stable engine pin.
2. `feat(Tactic/SOS): add exact certificate verifier` — the small proof-facing polynomial and certificate layer.
3. `feat(Tactic/SOS): add sum-of-squares tactic` — reification, lifting, tactic elaboration, and public imports.
4. `test(Tactic/SOS): cover published examples and trust boundary` — the announcement showcase, Harrison examples, Blekherman–Bodirsky–Raghavendra follow-up examples, division/modulus coverage, issue #50, and axiom audit.
5. `chore(Tactic/SOS): use Lean 4.34 native releases` — the final SOS/CSDP release pins and simplified provider-release fetch.
6. `refactor(Tactic/SOS): share certificate quotation` — moves reusable certificate decompilation, quotation, and formatting into SOS v0.2.4, and removes obsolete commentary and repeated end-to-end examples. This layer reduces the Mathlib diff by 405 lines without removing distinct tactic paths or active negative tests.
## Trust and cache boundary
CSDP is a search oracle, not part of the logical trusted base. The tactic converts its answer to exact rational data and closes the goal through the checked verifier and Lean kernel.
Mathlib's cache command fetches `@CSDP:release` before unpacking the ordinary Lean cache. CSDP v0.1.2 supplies its complete platform build, so a cold checkout retains the normal invariant without compiling CSDP components:
```bash
lake exe cache get
lake build --no-build
```
The checked-in manifest pins the provider source, and the cache helper executes only its explicit allowlist. CSDP does not use Lake's implicit preferred-release job, so an ordinary offline or sandboxed build can still fall back to its bundled portable sources.
The Mathlib requirement points to the immutable, Mathlib-free SOS v0.2.4 release. Its Hex dependencies are likewise pinned to stable releases.
## Required landing order
1. Merge this Mathlib PR while it points to the stable SOS release tag.
2. Update SOS `main` to the staged Mathlib-free engine branch.
3. Make a one-line Mathlib follow-up changing the SOS requirement from the release tag back to `main`.
|
t-meta |
4002/2 |
Cache/IO.lean,Cache/Main.lean,Cache/Native.lean,Cache/README.md,Cache/SECURITY.md,Cache/Test.lean,Mathlib.lean,Mathlib/Tactic.lean,Mathlib/Tactic/SOS.lean,Mathlib/Tactic/SOS/Certificate.lean,Mathlib/Tactic/SOS/Lift.lean,Mathlib/Tactic/SOS/Polynomial.lean,Mathlib/Tactic/SOS/Raw.lean,Mathlib/Tactic/SOS/Reify.lean,Mathlib/Tactic/SOS/Tactic.lean,Mathlib/Tactic/SOS/Verifier.lean,MathlibTest/Tactic/SOS/Axioms.lean,MathlibTest/Tactic/SOS/BBR.lean,MathlibTest/Tactic/SOS/DivMod.lean,MathlibTest/Tactic/SOS/Examples.lean,MathlibTest/Tactic/SOS/Harrison.lean,MathlibTest/Tactic/SOS/Issue50.lean,MathlibTest/Tactic/SOS/Showcase.lean,docs/workflows.md,lake-manifest.json,lakefile.lean |
26 |
4 |
['JovanGerb', 'github-actions', 'joneugster', 'mathlib-merge-conflicts'] |
nobody |
7-51018 7 days ago |
28-20844 28 days ago |
34-23708 34 days |
0 |
| 41042 |
Raph-DG author:Raph-DG |
feat(Topology/CategoryTheory): the skyscraper sheaf as a sheaf of modules |
In this PR we define the skyscraper sheaf as a sheaf of modules
---
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|
t-algebra label:t-algebra$ |
383/0 |
Mathlib.lean,Mathlib/Algebra/Category/ModuleCat/Sheaf/Skyscraper.lean |
2 |
5 |
['Raph-DG', 'attilavjda', 'chrisflav', 'github-actions', 'mathlib-merge-conflicts'] |
ocfnash assignee:ocfnash |
7-46591 7 days ago |
61-22899 61 days ago |
76-35906 76 days |
0 |
| 43539 |
abhijitaj1997 author:abhijitaj1997 |
feat(CategoryTheory/Monoidal/Cartesian/Endomorphism): add ring and semiring structures |
Given two monoidal object in a nice enough category, this show that the monoidal morphisms between then forms an additive group. This additive group is part of a larger semiring structure.
---
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|
new-contributor
t-category-theory
|
165/0 |
Mathlib.lean,Mathlib/CategoryTheory/Monoidal/Cartesian/Endomorphism.lean |
2 |
36 |
['Multramate', 'abhijitaj1997', 'alreadydone', 'github-actions', 'joelriou', 'robin-carlier'] |
joelriou assignee:joelriou |
7-46586 7 days ago |
32-80126 32 days ago |
35-39286 35 days |
0 |
| 43987 |
grunweg author:grunweg |
chore: reorder mvfderiv lemmas |
Previously, there was a section of lemmas about mvfderivWithin, then a corresponding section about mvfderiv. Ensuring these sections matched was a bit cumbersome, as one had to scroll back and forth all the time.
Instead, move a lemma mvfderiv_foo right after its counterpart mvfderivWithin_foo. (Usually, this matches how it is proved also.) This matches the structure in e.g. the file about mfderiv.
---
- [x] depends on: #43986
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|
t-differential-geometry |
36/35 |
Mathlib/Geometry/Manifold/MFDeriv/NormedSpace.lean |
1 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
ocfnash assignee:ocfnash |
7-46585 7 days ago |
21-59742 21 days ago |
21-59467 21 days |
1 |
| 44269 |
ROTARTSI82 author:ROTARTSI82 |
feat(Dynamics): periodic orbits must jump up and down |
If x is a periodic point and not a fixed point, there exists some b in its periodic orbit such that b < f b, and some b' such that f b' < b'.
---
This change was motivated by the following proof, a special case of Sharkovskii's theorem:
```lean
theorem exists_isFixedPt_of_continuous_of_mem_periodicPts' {α : Type*}
[ConditionallyCompleteLinearOrder α] [TopologicalSpace α] [OrderTopology α] [DenselyOrdered α]
{f : α → α} {x₀ : α} (hx₀ : x₀ ∈ periodicPts f)
(hf : Continuous f) :
∃(c : α), IsFixedPt f c := by
by_cases hfixed : IsFixedPt f x₀
· exact ⟨x₀, hfixed⟩
obtain ⟨a, _, ha⟩ := exists_lt_map_of_mem_periodicPts hx₀ hfixed
obtain ⟨b, _, hb⟩ := exists_map_lt_of_mem_periodicPts hx₀ hfixed
obtain ⟨c, _, hc⟩ := exists_mem_uIcc_isFixedPt hf.continuousOn ha.le hb.le
exact ⟨c, hc⟩
```
Would this theorem itself or something similar be wanted in mathlib?
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|
new-contributor
t-dynamics
|
39/0 |
Mathlib/Dynamics/PeriodicPts/Defs.lean,Mathlib/Order/Monotone/Basic.lean |
2 |
3 |
['ROTARTSI82', 'github-actions'] |
urkud assignee:urkud |
7-46583 7 days ago |
16-31930 16 days ago |
16-31595 16 days |
0 |
| 43719 |
Thmoas-Guan author:Thmoas-Guan |
feat(LinearAlgebra): add API for exterior algebra of ring itself |
In this PR, we added some API for handling `ExteriorAlgebra R R`.
AI disclosure: the proof in section "self" is generated by AI after providing the final target definition and characterizing lemma.
---
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|
t-algebra label:t-algebra$ |
61/0 |
Mathlib/LinearAlgebra/ExteriorAlgebra/Basic.lean |
1 |
1 |
['github-actions'] |
nobody |
7-26652 7 days ago |
32-84730 32 days ago |
32-84395 32 days |
2 |
| 40922 |
Thmoas-Guan author:Thmoas-Guan |
feat(Algebra/Module): minimal generators of module over local ring |
In this PR, we proved for fg module over local ring, "two set of minimal generators can be transported by an invertible matrix", implemented as the commuting morphism between the source of the two surjection must be bijective.
(The last lemma is for transport between Koszul complex form two set of generators)
---
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|
t-algebra label:t-algebra$ |
93/0 |
Mathlib.lean,Mathlib/Algebra/Module/MinimalGenerators.lean |
2 |
1 |
['github-actions'] |
alreadydone assignee:alreadydone |
7-25742 7 days ago |
113-22334 113 days ago |
113-21999 113 days |
2 |
| 44594 |
xroblot author:xroblot |
chore(NumberTheory/NumberField): remove a redundant Finite instance |
The instance giving `Finite (𝓞 K ⧸ I)` for `I` maximal is now found automatically, through `RingOfIntegers.instNeZeroIdealOfIsMaximal` and the instance of `Ring.HasFiniteQuotients` saying that a quotient by a nonzero ideal is finite.
|
t-number-theory |
0/3 |
Mathlib/NumberTheory/NumberField/Ideal/Basic.lean |
1 |
3 |
['github-actions', 'leanprover-radar', 'xroblot'] |
nobody |
7-7239 7 days ago |
7-8715 7 days ago |
7-8380 7 days |
0 |
| 44554 |
JovanGerb author:JovanGerb |
chore: adaptations for stronger `simpNF` - part 1 |
In some cases the `simpNF` linter does not warn when it should warn. Fixing this in `simpNF` surfaces many violations. This PR fixes many of those violations.
- `MvPolynomial.coeff_sub`, `MvPolynomial.coeff_neg` and `MvPolynomial.coeff_smul` have been deprecated, analogously to how `MvPolynomial.coeff_add` was deprecated in #41427. To make adaptations smoother, I added a lemma `AddMonoidAlgebra.coeff_sub_apply`.
---
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|
tech debt |
100/128 |
Mathlib/Algebra/Category/FGModuleCat/Basic.lean,Mathlib/Algebra/Category/ModuleCat/Basic.lean,Mathlib/Algebra/Category/ModuleCat/Semi.lean,Mathlib/Algebra/DirectSum/Basic.lean,Mathlib/Algebra/Group/Action/Equidecomp.lean,Mathlib/Algebra/Group/Action/Units.lean,Mathlib/Algebra/Lie/Cochain.lean,Mathlib/Algebra/Lie/Extension.lean,Mathlib/Algebra/MonoidAlgebra/Defs.lean,Mathlib/Algebra/MvPolynomial/Basic.lean,Mathlib/Algebra/MvPolynomial/CommRing.lean,Mathlib/Algebra/Polynomial/AlgebraMap.lean,Mathlib/Algebra/Ring/Subring/Defs.lean,Mathlib/Analysis/Normed/Lp/ProdLp.lean,Mathlib/Analysis/Real/Hyperreal.lean,Mathlib/CategoryTheory/Category/Cat.lean,Mathlib/CategoryTheory/Category/Preorder.lean,Mathlib/CategoryTheory/Monoidal/Cartesian/FunctorCategory.lean,Mathlib/CategoryTheory/Monoidal/End.lean,Mathlib/Data/Set/Basic.lean,Mathlib/FieldTheory/IntermediateField/Basic.lean,Mathlib/Order/Filter/FilterProduct.lean,Mathlib/Order/Hom/Basic.lean,Mathlib/Probability/Kernel/Basic.lean,Mathlib/Probability/Kernel/Integral.lean,Mathlib/RepresentationTheory/Coinvariants.lean,Mathlib/RingTheory/MvPolynomial/Groebner.lean,Mathlib/RingTheory/MvPolynomial/IrreducibleQuadratic.lean,Mathlib/RingTheory/MvPolynomial/MonomialOrder.lean,Mathlib/RingTheory/MvPowerSeries/Equiv.lean,Mathlib/RingTheory/Spectrum/Prime/ChevalleyComplexity.lean,Mathlib/SetTheory/Ordinal/Notation.lean,Mathlib/Topology/Algebra/Valued/WithVal.lean,Mathlib/Topology/ContinuousMap/ContinuousMapZero.lean,Mathlib/Topology/FiberBundle/Constructions.lean,Mathlib/Topology/LocallyFinsupp.lean,Mathlib/Topology/MetricSpace/Snowflaking.lean |
37 |
13 |
['JovanGerb', 'github-actions', 'leanprover-radar', 'vihdzp'] |
nobody |
7-4216 7 days ago |
7-49117 7 days ago |
7-56099 7 days |
0 |
| 44141 |
JX-Mo author:JX-Mo |
chore(RepresentationTheory): remove DecidableEq condition |
We remove 15 `DecidableEq`s by openning `Classical` only occasionally in `Equiv.lean`, so that all downstream proofs do not need to carry this condition.
Note that they are already `noncomputable` even with `DecidableEq` anyway: `finsuppTensorLeft/Right` needs `TensorProduct.finsuppLeft/Right` which is `noncomputable` |
t-algebra
tech debt
label:t-algebra$ |
18/21 |
Mathlib/RepresentationTheory/Coinvariants.lean,Mathlib/RepresentationTheory/Equiv.lean,Mathlib/RepresentationTheory/Homological/GroupHomology/Basic.lean,Mathlib/RepresentationTheory/Homological/GroupHomology/FiniteCyclic.lean,Mathlib/RepresentationTheory/Homological/GroupHomology/Shapiro.lean |
5 |
8 |
['JX-Mo', 'Whysoserioushah', 'github-actions', 'leanprover-radar', 'mathlib-merge-conflicts'] |
nobody |
7-1060 7 days ago |
14-65930 14 days ago |
20-66471 20 days |
1 |
| 44427 |
xroblot author:xroblot |
feat(Tactic/NormNum): norm_num extension for Squarefree |
Add a `norm_num` extension deciding `Squarefree n` for numerals `n` in `ℕ` and `ℤ`.
If `n` is not squarefree, the proof uses a witness `a > 1` with `a * a ∣ n`, found with `Nat.minSqFac`. If `n` is squarefree, the proof is a trial division of `n` by the odd numbers `k = 3, 5, 7, …`, keeping the invariant that every prime divisor of the cofactor is at least `k`.
This is adapted from the Mathlib 3 extension by Mario Carneiro (mathlib#11666), which was left commented out in `Mathlib.Data.Nat.Squarefree` during the port. This commented-out code is removed, and the corresponding tests are restored.
As for the `Nat.Prime` extension, the proof is a certificate rather than a kernel evaluation of `Nat.minSqFac` via `Nat.squarefree_iff_minSqFac`. The certificate is also faster to check, but, as for `Nat.Prime`, large numbers need a higher `maxRecDepth`.
**Note**. I have read and checked the ordinary Lean statements and their proofs, but I am not familiar with metaprogramming, so I cannot really vouch for the meta code itself, which was written with the help of an LLM. A review by someone who is comfortable with `norm_num` extensions would be very welcome.
Created with Claude Code 🤖
---
|
tech debt
t-meta
LLM-generated
|
198/205 |
Mathlib.lean,Mathlib/Data/Nat/Squarefree.lean,Mathlib/Tactic.lean,Mathlib/Tactic/NormNum/Squarefree.lean,MathlibTest/Tactic/NormNum/Ext.lean |
5 |
1 |
['github-actions'] |
nobody |
6-82296 6 days ago |
6-82296 6 days ago |
11-58888 11 days |
0 |
| 42153 |
Whysoserioushah author:Whysoserioushah |
feat(LinearAlgebra/Projectivization/PSL): the general case of PSL |
---
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When merging, all the commits will be squashed into a single commit
listing all co-authors.
Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
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using the following format:
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- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
t-group-theory
LLM-generated
|
286/20 |
Mathlib.lean,Mathlib/GroupTheory/Subgroup/Center.lean,Mathlib/LinearAlgebra/Matrix/SpecialLinearGroup.lean,Mathlib/LinearAlgebra/Projectivization/Action.lean,Mathlib/LinearAlgebra/Projectivization/PSL/PSL2.lean,Mathlib/LinearAlgebra/Projectivization/PSL/PSLn.lean,Mathlib/LinearAlgebra/Projectivization/PSL/Stabilizer.lean |
7 |
27 |
['Whysoserioushah', 'github-actions', 'mathlib-bors', 'tb65536'] |
nobody |
6-78626 6 days ago |
7-11871 7 days ago |
74-72385 74 days |
0 |
| 44392 |
yhx-12243 author:yhx-12243 |
fix(Algebra/Polynomial/Roots): fix tendstoCofinite with normal generic universe |
Remove the extraneous accidentally {R : Type} [CommRing R] [IsDomain R] in the signature of `Polynomial.tendstoCofinite_of_natDegree_ne_zero`, make it generic. |
t-algebra
new-contributor
label:t-algebra$ |
2/2 |
Mathlib/Algebra/Polynomial/Roots.lean |
1 |
3 |
['github-actions', 'plp127'] |
nobody |
6-75393 6 days ago |
12-81535 12 days ago |
12-81200 12 days |
0 |
| 44573 |
bryangingechen author:bryangingechen |
ci: push style fixes automatically and remove `bot fix style` |
This PR merges `pre-commit.yml` into `lint_and_suggest_pr.yml` so that all automatic style fixes are pushed to the PR by pre-commit.ci lite, and removes the `bot fix style` command, which has not worked since 2025.
On every PR, including drafts, the job now runs `lint-style-action` in its new `fix-worktree` mode (leanprover-community/lint-style-action#13: `mk_all`, `lint-style --fix` and `lint-bib.sh`, with the results left in the working tree), then the `pre-commit` hooks, and then `pre-commit-ci/lite-action`. Both sets of fixes arrive as a single `[pre-commit.ci lite]` commit, which replaces the reviewdog suggestions. Its message names the commands that changed something, such as `[pre-commit.ci lite] lake exe mk_all; lake exe lint-style --fix`, so that contributors can see how to make the same fixes locally.
Other changes:
- A per-PR concurrency group, with the lite action on `success() || failure()` rather than `always()`, so that a run superseded by a newer push cannot push stale fixes.
- The workflow's token is read-only, since the job builds code from the PR and nothing in it needs to write any more.
- The `.lean`/`.md` file-extension check moves to its own job, so that its failure cannot stop the fixes from being pushed.
- `pre-commit.yml`'s `push` trigger goes away, because the lite action only acts on `pull_request`.
- `bot_fix_style.yaml` is deleted. It was the last user of `lint-style-action`'s `fix` mode, which was removed upstream in leanprover-community/lint-style-action#12. It also started a no-op run on every comment and review in the repository.
- `style_lint` in `build_template.yml` moves to the same `lint-style-action` version, so the repository has a single pin and nothing uses the `mathlib4-compat` branch any more. `actions/checkout` v7 refuses fork PR code under `pull_request_target`, and the action's own checkout has no way to opt in. So the job now checks out `pr_branch_ref` itself, the same way `post_steps` does (`allow-unsafe-pr-checkout`, no persisted credentials), and passes `checkout: false`.
The commit messages have the details, including the evidence that `bot fix style` has been broken since lint-style-action 5f18958.
---
Unfortunately, due to restrictions on both GitHub's side and pre-commit.ci lite's side, it doesn't appear that we can get pre-commit.ci lite to run for PRs opened by SpliceBot. I will tackle that in a separate PR.
<details><summary>Testing details</summary>
Fork PRs run `style_lint` from master's `build_template.yml`, so this PR's own CI doesn't exercise the new `style_lint`. It passed in [this `ci_dev.yml` run](https://github.com/leanprover-community/mathlib4/actions/runs/37561508273/job/112599599237) on `ci-dev/bgc/consolidate-autofix`. Once this merges, the `mathlib4-compat` branch of `lint-style-action` can be deleted.
The autofix job was tested end to end on the throwaway PR #44574, which is now closed; the results are in its last comment. A single bot commit carried fixes from `mk_all`, `lint-style --fix` and `pre-commit` together, runs cancelled by the concurrency group skipped the lite step, and the run on the bot's commit was green with the lite step skipped.
The `references.bib` fix and the commit message were tested on the throwaway PR #44576, which is now closed; the results are in its last comment.
</details>
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
file-removed
CI
LLM-generated
|
132/90 |
.github/workflows/bot_fix_style.yaml,.github/workflows/build_template.yml,.github/workflows/lint_and_suggest_pr.yml,.github/workflows/pre-commit.yml,docs/workflows.md |
5 |
5 |
['SnirBroshi', 'bryangingechen', 'github-actions'] |
nobody |
6-69501 6 days ago |
7-40654 7 days ago |
7-40319 7 days |
0 |
| 44465 |
ishanrk author:ishanrk |
fix: handle nested conditionals in to_dual |
Before this PR, `@[to_dual]` failed with `function expected` on `nested_max` (the theorem in the issue above)
The problem was that `updateDecl` added helper functions to the `nested_max` proof (making the comparison functions' inputs explicit), but checked the modified proof against the original `nested_max` statement (which doesn't have these helpers). The nested comparison in the original statement also needed those helpers for Lean to recognise the function's inputs.
Fixes #42852. |
t-meta
new-contributor
maintainer-merge
|
25/5 |
Mathlib/Tactic/Translate/Core.lean,MathlibTest/Attribute/ToDual.lean |
2 |
9 |
['JovanGerb', 'github-actions', 'grunweg', 'ishanrk'] |
nobody |
6-58811 6 days ago |
6-59413 6 days ago |
10-15493 10 days |
0 |
| 44600 |
artie2000 author:artie2000 |
feat: relationship between real and semireal rings |
* Prove that real rings are semireal and that semireal fields are real
* Clean up documentation between the two
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
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any "Co-authored-by" lines) using the following format:
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- Nat.bit1_add_bit1
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|
t-algebra label:t-algebra$ |
39/1 |
Mathlib.lean,Mathlib/Algebra/Ring/IsFormallyReal.lean,Mathlib/Algebra/Ring/Semireal/Basic.lean,Mathlib/Algebra/Ring/Semireal/Defs.lean |
4 |
7 |
['artie2000', 'github-actions', 'vihdzp'] |
nobody |
6-58752 6 days ago |
6-59369 6 days ago |
6-74392 6 days |
0 |
| 44613 |
keithadler author:keithadler |
feat(RepresentationTheory): irreducible representations are bounded by conjugacy classes |
For a finite group `G` and an algebraically closed field `k` in which `|G|` is invertible, `Representation.char_orthonormal` gives orthogonality of irreducible characters. This PR adds the consequence that is used in practice:
* `Representation.classFunction ρ : ConjClasses G → k`, the character as a class function;
* `Representation.linearIndependent_classFunction`: the class functions of a family of pairwise non-isomorphic irreducible representations are linearly independent;
* `Representation.card_le_card_conjClasses`: such a family has at most `Nat.card (ConjClasses G)` members.
This is the upper-bound half of "the number of irreducible representations equals the number of conjugacy classes" (the other half, that characters span the class functions, is not yet in Mathlib). The bound is exactly what is needed to show that an explicit list of `Nat.card (ConjClasses G)` pairwise non-isomorphic irreducibles is complete; e.g. with the companion PR on conjugacy classes of `Perm α`, that the Specht modules exhaust the irreducible representations of `S_n` (used downstream in https://github.com/keithadler/saxl-lean).
🤖 Generated with [Claude Code](https://claude.com/claude-code)
---
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
118/0 |
Mathlib.lean,Mathlib/RepresentationTheory/CharacterCount.lean |
2 |
2 |
['github-actions'] |
nobody |
6-54680 6 days ago |
6-65004 6 days ago |
6-64669 6 days |
0 |
| 44618 |
barni120400 author:barni120400 |
feat(RingTheory/MvPolynomial/Homogeneous): powers of linear forms span the homogeneous polynomials |
Prove that the `n`-th powers of linear forms span the homogeneous polynomials of degree `n` (`MvPolynomial.homogeneousSubmodule_eq_span_pow`). Along the way, add the identity `Finset.sum_powerset_neg_one_pow_card_mul_sum_sdiff_pow_card` used in the proof.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-data
new-contributor
LLM-generated
|
64/0 |
Mathlib/Data/Nat/Choose/Sum.lean,Mathlib/RingTheory/MvPolynomial/Homogeneous.lean |
2 |
2 |
['github-actions'] |
nobody |
6-54616 6 days ago |
6-57747 6 days ago |
6-59627 6 days |
0 |
| 44040 |
kim-em author:kim-em |
chore: adaptation notes for the backward.privateInPublic uses blocked on lean4#14708 |
This PR adds an `#adaptation_note` at each `variable` declaration with an autoParam binder whose users need `backward.privateInPublic`. These uses (about 80 of the remaining option lines, in 14 files) are not removable on the Mathlib side: the autoParam helper declaration generated for a `variable` is always private, and any declaration using that variable in a public section silently elaborates to `sorry` without the option. This is https://github.com/leanprover/lean4/issues/14708. The note says which `set_option`s can go once that is fixed, and stops anyone from spending time on them before then. Each affected file was checked by removing its `true`-only option lines and observing the `sorry` warnings and the follow-on `autoParam … is not a constant` errors.
It also deletes the one option line in `CategoryTheory/SmallObject/Iteration/ExtendToSucc` that turned out to be unnecessary.
🤖 Prepared with Claude Code |
tech debt
LLM-generated
|
116/0 |
Mathlib/Algebra/Module/ZLattice/Covolume.lean,Mathlib/AlgebraicTopology/SimplicialSet/CompStruct.lean,Mathlib/AlgebraicTopology/SimplicialSet/StrictSegal.lean,Mathlib/Analysis/CStarAlgebra/ContinuousFunctionalCalculus/NonUnital.lean,Mathlib/Analysis/CStarAlgebra/ContinuousFunctionalCalculus/Unital.lean,Mathlib/Analysis/Distribution/TemperedDistribution.lean,Mathlib/CategoryTheory/ComposableArrows/Basic.lean,Mathlib/CategoryTheory/Join/Basic.lean,Mathlib/CategoryTheory/Limits/Shapes/Reflexive.lean,Mathlib/CategoryTheory/LocallyCartesianClosed/ChosenPullbacksAlong.lean,Mathlib/CategoryTheory/Monoidal/Braided/Basic.lean,Mathlib/CategoryTheory/Monoidal/CommGrp_.lean,Mathlib/CategoryTheory/Monoidal/Functor.lean,Mathlib/CategoryTheory/Sites/Point/Basic.lean,Mathlib/CategoryTheory/SmallObject/Iteration/ExtendToSucc.lean |
15 |
1 |
['github-actions'] |
nobody |
6-54576 6 days ago |
22-46396 22 days ago |
22-47246 22 days |
0 |
| 42357 |
SynBurz author:SynBurz |
feat: the Krull dimension of the product of finitely many rings is equal to the maximum of Krull dimensions of the factors |
Add `ringKrullDim_pi_eq_iSup_ringKrullDim`. Also add useful defs: `LTSeries.sigmaEquiv`, `PrimeSpectrum.sigmaToPiOrderIso`, and lemmas `PrimeSpectrum.sigmaToPiOrderIso_apply`, Pi.not_comap_evalRingHom_le_comap_of_neq`, `LTSeries.sigma_fst_eq_fst`.
---
<!-- Your PR title will become the first line of the commit message.
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- Nat.bit1_add_bit1
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below the `---`, and placed outside this HTML comment, or else they
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- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
new-contributor
t-algebra
label:t-algebra$ |
93/0 |
Mathlib/Order/RelSeries.lean,Mathlib/RingTheory/Ideal/Maps.lean,Mathlib/RingTheory/Spectrum/Prime/Topology.lean |
3 |
6 |
['SynBurz', 'github-actions', 'mathlib-merge-conflicts', 'wwylele'] |
nobody |
6-54360 6 days ago |
6-56225 6 days ago |
35-66705 35 days |
0 |
| 25982 |
Multramate author:Multramate |
feat(AlgebraicGeometry/EllipticCurve/Group): compute range of baseChange |
This PR continues the work from #10142.
Original PR: https://github.com/leanprover-community/mathlib4/pull/10142 |
t-algebraic-geometry
large-import
|
214/21 |
Mathlib.lean,Mathlib/Algebra/Group/Subgroup/Ker.lean,Mathlib/Algebra/Ring/Action/Submonoid.lean,Mathlib/AlgebraicGeometry/EllipticCurve/Affine/Galois.lean,Mathlib/GroupTheory/GroupAction/Defs.lean |
5 |
4 |
['Multramate', 'github-actions', 'tb65536'] |
joelriou assignee:joelriou |
6-46589 6 days ago |
19-64765 19 days ago |
19-69222 19 days |
0 |
| 41904 |
rshlyakh author:rshlyakh |
feat(RingTheory/KrullDimension): add Krull dimension preservation under injective integral extensions |
This proves that an injective integral homomorphism of commutative rings
preserves Krull dimension, based on the `Algebra.HasGoingUp` infrastructure from #40911. It includes:
- `RingHom.IsIntegral.ringKrullDim_eq_of_injective`: injective integral homomorphisms of
commutative rings preserve Krull dimension.
- `RingHom.IsIntegral.ringKrullDim_quotient_ker_eq`: for an integral extension `f : A →+* B`,
the Krull dimension of `B` is equal to the Krull dimension of `A ⧸ RingHom.ker f`.
- [x] depends on: #40911
- [x] depends on: #41058
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
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Second, co-authors can also be listed in lines at the very bottom of
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory
new-contributor
|
77/12 |
Mathlib.lean,Mathlib/RingTheory/Ideal/HasGoingUp.lean,Mathlib/RingTheory/KrullDimension/Integral.lean |
3 |
14 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'rshlyakh', 'vlad902'] |
mariainesdff assignee:mariainesdff |
6-46586 6 days ago |
60-53496 60 days ago |
87-26654 87 days |
1 |
| 42786 |
rshlyakh author:rshlyakh |
feat(Data/Finsupp/NatCard): count finsupps of bounded degree |
Adds the formula that the number of finitely-supported functions `α →₀ ℕ` with degree less than or equal to `n` is equal to `Nat.choose (Nat.card α + n) n`. The proof is by establishing an equivalence `Sym (Option α) n ≃ {f : α →₀ ℕ // f.degree ≤ n}` and using the stars-and-bars formula `Sym.equivNatSum.`
---
<!-- Your PR title will become the first line of the commit message.
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Co-authors in the squash commit are gathered from two sources:
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each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
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Second, co-authors can also be listed in lines at the very bottom of
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at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
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Deletions:
- Nat.bit1_add_bit1
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- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
t-data
new-contributor
|
56/0 |
Mathlib.lean,Mathlib/Data/Finsupp/NatCard.lean |
2 |
2 |
['github-actions'] |
TwoFX assignee:TwoFX |
6-46582 6 days ago |
60-42451 60 days ago |
60-44750 60 days |
0 |
| 43363 |
BoltonBailey author:BoltonBailey |
feat(Data/Nat/Init): dvd_div_of_mul_dvd_right |
This PR adds `Nat.dvd_div_of_mul_dvd_right`, a version of `Nat.dvd_div_of_mul_dvd` with symmetry applied to the multiplication (we also make an alias of the latter to `dvd_div_of_mul_dvd_left` to mirror the API).
This PR was made with the assistance of Claude code, but I have reviewed it myself.
---
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Co-authors in the squash commit are gathered from two sources:
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each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
the commit message (that is, directly before the `---`) using the following format:
Co-authored-by: Author Name <author@email.com>
If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
Any other comments you want to keep out of the PR commit should go
below the `---`, and placed outside this HTML comment, or else they
will be invisible to reviewers.
If this PR depends on other PRs, please list them below this comment,
using the following format:
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- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
t-data
LLM-generated
|
8/1 |
Mathlib/Data/Nat/Init.lean |
1 |
1 |
['github-actions'] |
joneugster assignee:joneugster |
6-46578 6 days ago |
41-56281 41 days ago |
41-58913 41 days |
0 |
| 44470 |
SnirBroshi author:SnirBroshi |
feat(SetTheory/Ordinal/Exponential): `opow_le_of_isSuccLimit` works for `c ≠ 0` |
When `IsSuccLimit b`, `a ^ b ≤ c ↔ ∀ b' < b, a ^ b' ≤ c` holds unless `a = c = 0`.
(otherwise the LHS is true but the RHS is false because `b' = 0` requires `0 ^ 0 ≤ 0`)
We have this lemma for `a ≠ 0`, and this adds it for `c ≠ 0`.
---
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|
t-set-theory |
14/0 |
Mathlib/SetTheory/Ordinal/Exponential.lean |
1 |
2 |
['github-actions', 'vihdzp'] |
alreadydone assignee:alreadydone |
6-46577 6 days ago |
10-27483 10 days ago |
10-27148 10 days |
0 |
| 44586 |
dagurtomas author:dagurtomas |
feat(CategoryTheory/Limits): countable limits from finite and sequential limits |
Show that countable cofiltered limits can be computed as sequential limits, and that finite limits plus sequential limits give all countable limits; prove the dual colimit statements. Construct countable directed presentations using Deligne's finite diagrams, and name the general dual result `IsCofiltered.exists_codirected`. The countable presentations and limit constructions live in separate files. This supersedes #44534 and resolves the entire countable-limit `proof_wanted` series, correcting the last statement's sequential-colimit hypothesis.
|
LLM-generated
t-category-theory
file-removed
|
214/67 |
Mathlib.lean,Mathlib/CategoryTheory/Countable.lean,Mathlib/CategoryTheory/Filtered/Basic.lean,Mathlib/CategoryTheory/Filtered/Countable.lean,Mathlib/CategoryTheory/Limits/Constructions/Countable.lean,Mathlib/CategoryTheory/Limits/Shapes/Countable.lean,Mathlib/CategoryTheory/MorphismProperty/Basic.lean,Mathlib/CategoryTheory/Presentable/Directed.lean,Wanted.lean,Wanted/CategoryTheory/Limits/Shapes/Countable.lean |
10 |
2 |
['dagurtomas', 'github-actions'] |
robin-carlier assignee:robin-carlier |
6-46576 6 days ago |
7-1769 7 days ago |
7-1434 7 days |
0 |
| 44490 |
staroperator author:staroperator |
feat(Order/Preorder/Chain): add `IsLEChain` and `IsLTChain` abbreviations |
`IsLEChain` and `IsLTChain` are abbreviations for `IsChain (· ≤ ·)` and `IsChain (· < ·)`. The motivation to add new abbreviations includes:
- canonizing `to_dual` translation (currently `IsChain (· ≤ ·)` are translated into `IsChain (· ≥ ·)`, which is equivalent via `IsChain.symm`)
- separating properties of `≤`-chain and `<`-chain under different namespaces (they are not equivalent in preorders, the former is strictly weaker, and the latter correspond to linearly ordered subsets)
- (maybe) promoting the use of `<`-chain
Feel free to discuss the design in [Zulip discussion](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Order.20dual.20tactic/near/628982679).
As a TODO, Zorn's lemmas can be reproved under `<`-chains, which are more general in preorders.
This PR does not add `IsMaxLEChain` for `IsMaxChain (· ≤ ·)`, considering they only have 10 usages so far, mainly associated with `Flag`.
This PR adds `to_dual` to [`IsCoatomic.of_isChain_bounded`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Order/ZornAtoms.html#IsCoatomic.of_isChain_bounded). It also changes the signatures of existing [`zorn_ge`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Order/Zorn.html#zorn_ge) etc. from `IsChain (· ≥ ·)` into `IsChain (· ≤ ·)`.
---
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|
t-order |
186/128 |
Counterexamples/AharoniKorman.lean,Mathlib/Algebra/Module/Injective.lean,Mathlib/Analysis/Convex/Basic.lean,Mathlib/Analysis/Convex/Cone/Extension.lean,Mathlib/Data/Fin/FlagRange.lean,Mathlib/FieldTheory/Extension.lean,Mathlib/GroupTheory/Sylow.lean,Mathlib/LinearAlgebra/Basis/Flag.lean,Mathlib/Order/BourbakiWitt.lean,Mathlib/Order/Extension/Linear.lean,Mathlib/Order/OmegaCompletePartialOrder.lean,Mathlib/Order/OrderIsoNat.lean,Mathlib/Order/Preorder/Chain.lean,Mathlib/Order/Zorn.lean,Mathlib/Order/ZornAtoms.lean,Mathlib/RingTheory/Ideal/Maximal.lean,Mathlib/RingTheory/Ideal/MinimalPrime/Basic.lean,Mathlib/RingTheory/Ideal/Oka.lean,Mathlib/RingTheory/PrincipalIdealDomain.lean,Mathlib/RingTheory/UniqueFactorizationDomain/Kaplansky.lean,Mathlib/SetTheory/Cardinal/EventuallyConst.lean,Mathlib/Topology/ShrinkingLemma.lean |
22 |
6 |
['github-actions', 'staroperator', 'vihdzp'] |
nobody |
6-45829 6 days ago |
6-48063 6 days ago |
9-58503 9 days |
2 |
| 43373 |
Parcly-Taxel author:Parcly-Taxel |
feat: `2 ^ n ≤ lcmUpto n` for `7 ≤ n` |
This proof is even more elementary than Nair's proof (_American Mathematical Monthly_ **89** (2), February 1982, 126–129). Inspired by [this Zulip discussion](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Bounds.20of.20Chebyshev.20Functions/with/621120558).
Co-authored-by: Aristotle (Harmonic) <aristotle-harmonic@harmonic.fun>
The original Aristotle run is [here](https://aristotle.harmonic.fun/dashboard/requests/9fd88021-f5b1-4e7f-99fc-450d5edc9590).
We also add a slightly stronger lower bound on the prime-counting function based on the new result as `pi_ge_of_four_le`. |
t-number-theory
LLM-generated
|
73/16 |
Mathlib/Data/Nat/Choose/Central.lean,Mathlib/Data/Nat/Choose/Factorization.lean,Mathlib/NumberTheory/Chebyshev.lean |
3 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
6-45689 6 days ago |
28-40588 28 days ago |
40-38434 40 days |
0 |
| 42297 |
xroblot author:xroblot |
feat(RingTheory/QuadraticAlgebra): trace, norm and discriminant as `Algebra` invariants |
Add a `RingTheory`-level file for `QuadraticAlgebra R a b`, identifying its elementary trace, norm and discriminant with the general `Algebra` ones on the standard basis `{1, ω}`.
Kept in a separate file so those stay free of the heavy `RingTheory.Discriminant` import.
---
- [x] depends on: #42708 |
t-ring-theory |
73/0 |
Mathlib.lean,Mathlib/RingTheory/QuadraticAlgebra.lean |
2 |
4 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
6-45686 6 days ago |
28-83717 28 days ago |
29-16785 29 days |
4 |
| 42110 |
Zeta-Wu author:Zeta-Wu |
feat: add path length for paths in pseudo emetric spaces |
This PR defines the length of a path in a `PseudoEMetricSpace` as its variation on the unit interval.
It proves the basic properties of path length:
- the endpoint distance is bounded by the length;
- the constant path has length zero;
- reversing a path preserves its length;
- concatenating two paths adds their lengths.
Main declarations:
- `Path.length`
- `Path.edist_le_length`
- `Path.length_refl`
- `Path.length_symm`
- `Path.length_trans`
This is intended as a first step toward a broader theory of rectifiable paths, including later results on invariance of length under monotone reparametrization, and shortest paths are line segments up to monotone reparametrization in strict convex spaces.
This PR was discussed on Zulip [here](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/PR.20.2342110.3A.20Path.2Elength.20in.20PseudoEMetricSpace).
AI disclosure: I used an agent called ReasLingo to generate those codes. After the codes are generated I read them line by line and ask the agent to rewrite some proofs when I think it is a bad code. For design decisions, I asked the agent to give me several versions, and I manually picked one of them to make sure it fits human understanding.
---
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[](https://gitpod.io/from-referrer/)
|
t-topology
new-contributor
LLM-generated
|
231/0 |
Mathlib.lean,Mathlib/Topology/EMetricSpace/ArcLength.lean,Mathlib/Topology/EMetricSpace/PathLength.lean,Mathlib/Topology/Path.lean,Mathlib/Topology/UnitInterval.lean |
5 |
129 |
['CoolRmal', 'SnirBroshi', 'Zeta-Wu', 'felixpernegger', 'github-actions', 'pelicanhere', 'scholzhannah'] |
nobody |
6-45685 6 days ago |
28-830 28 days ago |
68-26088 68 days |
0 |
| 40204 |
Jun2M author:Jun2M |
feat(Combinatorics/HypergraphLike): add HypergraphLike class |
Introduces `HypergraphLike V I E Gr`, an incidence interface for developing common graph theory across graph and hypergraph representations, including `SimpleGraph`, `Graph`, and `Digraph`.
The class specifies sets of vertices, edges, and incidences within ambient label types, with maps assigning each incidence an edge and a vertex. Each incidence is a source, a target, or both, allowing directed and undirected incidences in the same structure. Distinct incidences may belong to the same vertex and edge.
`Link G e u v` records two distinct incidences witnessing a traversal of `e` from `u` to `v`. Requiring distinct incidences prevents traversing an undirected edge back through the incidence used to enter it. `IsLink` expresses the existence of a link, and `Adj` the existence of an edge linking two vertices.
The basic API includes the incidence maps `attach` and `edgeMap`, the fibers `edgeFiber` and `vertexFiber`, and the sets `incVerts` and `incEdges` of incident vertices and edges. It provides membership characterizations, fiber disjointness and union identities, and their relationships with links and adjacency.
Related: #36743 and the [HasAdj discussion](https://leanprover.zulipchat.com/#narrow/channel/252551-graph-theory/topic/HasAdj/with/575843445).
Codex assisted with the initial implementation and review, and revised by me.
Co-authored-by: OpenAI Codex <codex@openai.com>
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics
LLM-generated
maintainer-merge
|
453/0 |
Mathlib.lean,Mathlib/Combinatorics/HypergraphLike/Basic.lean |
2 |
43 |
['Jun2M', 'SnirBroshi', 'YaelDillies', 'copilot-pull-request-reviewer', 'github-actions', 'tb65536'] |
nobody |
6-41604 6 days ago |
8-34751 8 days ago |
102-69118 102 days |
9 |
| 44612 |
keithadler author:keithadler |
feat(GroupTheory/Perm): conjugacy classes of `Perm α` are partitions of `Nat.card α` |
Mathlib has `Equiv.Perm.partition` (cycle type padded with fixed points), `Equiv.Perm.partition_eq_of_isConj` and `Equiv.Perm.exists_with_cycleType_iff`, but never packages them into the classical bijection between conjugacy classes of `Perm α` and partitions of `Nat.card α`. This PR adds
* `Equiv.Perm.conjClassesPartition : ConjClasses (Perm α) → (Nat.card α).Partition`, with `conjClassesPartition_injective` and `conjClassesPartition_surjective` (via `exists_partition_eq`: every partition is the partition of some permutation);
* `Equiv.Perm.conjClassesEquivPartition : ConjClasses (Perm α) ≃ (Nat.card α).Partition`;
* `Equiv.Perm.card_conjClasses_eq_card_partition`.
Motivation: together with the character-count bound in a companion PR, this is the counting input for "every irreducible representation of `S_n` is a Specht module" (used downstream in a formalisation of Saxl's conjecture, https://github.com/keithadler/saxl-lean).
🤖 Generated with [Claude Code](https://claude.com/claude-code)
---
|
t-group-theory
new-contributor
LLM-generated
|
96/0 |
Mathlib.lean,Mathlib/GroupTheory/Perm/ConjClassesPartition.lean |
2 |
4 |
['SnirBroshi', 'github-actions', 'keithadler'] |
nobody |
6-35346 6 days ago |
6-65006 6 days ago |
6-64671 6 days |
0 |
| 43948 |
JX-Mo author:JX-Mo |
chore(RepresentationTheory/Coinduced): tech debt |
Remove five `backward.isDefEq.respectTransparency.types` and add a CoeFun instance for `coindV` to justify the existing `coe`-named lemmas.
https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/.60CoeFun.60.20or.20.60.2Eval.60/with/630026437 |
t-algebra
tech debt
easy
label:t-algebra$ |
22/17 |
Mathlib/RepresentationTheory/Coinduced.lean |
1 |
37 |
['JX-Mo', 'Whysoserioushah', 'github-actions', 'jcommelin', 'jjdishere', 'leanprover-radar', 'mathlib-bors'] |
nobody |
6-33718 6 days ago |
9-13477 9 days ago |
11-78733 11 days |
4 |
| 44629 |
kebekus author:kebekus |
feat: behavior of order in polymomial expressions of meromorphic functions |
Establish standard formulae for the behavior of order in finite sums and polynomial expressions of meromorphic functions.
This material is used in [Project VD](https://github.com/kebekus/ProjectVD), formalizing Value Distribution Theory for meromorphic functions on the complex plane. Claude Code was used to create this PR.
---
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any "Co-authored-by" lines) using the following format:
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- Nat.bit1_add_bit1
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|
t-analysis
LLM-generated
|
223/0 |
Mathlib/Analysis/Meromorphic/Divisor.lean,Mathlib/Analysis/Meromorphic/Order.lean |
2 |
1 |
['github-actions'] |
nobody |
6-30088 6 days ago |
6-30092 6 days ago |
6-29757 6 days |
0 |
| 44075 |
bjornsolheim author:bjornsolheim |
feat(Analysis/Convex): convex hull of a compact set is compact in finite dimensions |
Proves the following:
`Set.convexHull_eq_range_sum_smul` - In finite dimensions, the convex hull of `K` is the range of weighted sums of
`finrank 𝕜 E + 1` points of `K`, with nonnegative weights summing to one.
`IsCompact.convexHull` - In finite dimensions, the convex hull of a compact set is compact.
Assisted by: Claude Fable 5.1 (used for research and to write or complete or improve some parts).
Some parts are hence iteratively llm-generated based on my inputs. All lines are reviewed in full by me.
---
[](https://gitpod.io/from-referrer/)
|
t-analysis |
84/0 |
Mathlib.lean,Mathlib/Analysis/Convex/Compact.lean |
2 |
1 |
['github-actions'] |
nobody |
6-18638 6 days ago |
22-2140 22 days ago |
22-1805 22 days |
1 |
| 35561 |
Thmoas-Guan author:Thmoas-Guan |
feat(RingTheory): power series over regular local ring |
In this PR, we proved that power series over regular local ring is again regular local ring.
Same for finite multivariable power series.
---
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
70/0 |
Mathlib.lean,Mathlib/RingTheory/RegularLocalRing/PowerSeries.lean |
2 |
6 |
['github-actions', 'mathlib-bors', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
6-5999 6 days ago |
39-37551 39 days ago |
49-78189 49 days |
1 |
| 44548 |
emlis42 author:emlis42 |
feat(Tactic/Inclusion): add sqrt support to the `inclusion`/`dyadic_interval` tactic |
This PR adds a `sqrt` extension for the `dyadic_interval` tactic.
---
I used an LLM for golfing. |
t-meta
large-import
|
108/0 |
Mathlib.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Inclusion/Extension/IntervalDyadicReal/Sqrt.lean,Mathlib/Tactic/Inclusion/Extension/IntervalDyadicReal/Tactic.lean,MathlibTest/Tactic/Inclusion/Basic.lean |
5 |
2 |
['emlis42', 'github-actions'] |
nobody |
6-2596 6 days ago |
7-36602 7 days ago |
7-36267 7 days |
0 |
| 44619 |
artie2000 author:artie2000 |
refactor(Algebra/Ring): rename IsSemireal property |
* Rename field `IsSemireal.one_add_ne_zero` to the more descriptive `IsSemireal.one_add_ne_zero_of_isSumSq`.
---
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|
t-algebra label:t-algebra$ |
10/5 |
Mathlib/Algebra/Ring/Semireal/Defs.lean |
1 |
3 |
['SnirBroshi', 'artie2000', 'github-actions', 'vihdzp'] |
nobody |
6-135 6 days ago |
6-42444 6 days ago |
6-54211 6 days |
0 |
| 42675 |
vlad902 author:vlad902 |
feat(NielsenSchreier): add `to_additive` to Nielsen-Schreier theorem |
The proof of the Nielsen-Schreier theorem is not currently `to_additive`ized because it relies on category theory infrastructure like `End`/`IsFreeGroupoid`/`Quiver` that are not `to_additive` and don't appear to be very amenable to adding it.
Instead, `to_additive`ize Nielsen-Schreier by directly going across the isomorphism between `FreeGroup` and `Multiplicative (FreeAddGroup)`.
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
to the commit message, and can be used to give additional context or
details. Please leave a blank newline before the `---`, otherwise GitHub
will format the text above it as a title.
For details on the "pull request lifecycle" in mathlib, please see:
https://leanprover-community.github.io/contribute/index.html
In particular, note that most reviewers will only notice your PR
if it passes the continuous integration checks.
Please ask for help on https://leanprover.zulipchat.com if needed.
When merging, all the commits will be squashed into a single commit
listing all co-authors.
Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
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[](https://gitpod.io/from-referrer/)
|
t-group-theory |
70/2 |
Mathlib/GroupTheory/FreeGroup/Basic.lean,Mathlib/GroupTheory/FreeGroup/IsFreeGroup.lean,Mathlib/GroupTheory/FreeGroup/NielsenSchreier.lean,docs/1000.yaml |
4 |
16 |
['github-actions', 'tb65536', 'vihdzp', 'vlad902'] |
nobody |
5-84364 5 days ago |
5-85923 5 days ago |
7-80253 7 days |
1 |
| 44502 |
dependabot author:dependabot |
chore(deps): bump the actions-version-updates group across 1 directory with 7 updates |
Bumps the actions-version-updates group with 7 updates in the /.github/workflows directory:
| Package | From | To |
| --- | --- | --- |
| [reviewdog/action-actionlint](https://github.com/reviewdog/action-actionlint) | `1.73.0` | `1.79.1` |
| [docker/build-push-action](https://github.com/docker/build-push-action) | `7.3.0` | `7.4.0` |
| [actions/attest-build-provenance](https://github.com/actions/attest-build-provenance) | `4.1.1` | `4.2.2` |
| [corentinmusard/otel-cicd-action](https://github.com/corentinmusard/otel-cicd-action) | `4.1.0` | `4.2.0` |
| [actions/cache](https://github.com/actions/cache) | `5.1.0` | `6.1.0` |
| [pre-commit-ci/lite-action](https://github.com/pre-commit-ci/lite-action) | `1.1.0` | `1.2.0` |
| [softprops/action-gh-release](https://github.com/softprops/action-gh-release) | `3.0.2` | `3.0.3` |
Updates `reviewdog/action-actionlint` from 1.73.0 to 1.79.1
<details>
<summary>Release notes</summary>
<p><em>Sourced from <a href="https://github.com/reviewdog/action-actionlint/releases">reviewdog/action-actionlint's releases</a>.</em></p>
<blockquote>
<h2>Release v1.79.1</h2>
<h2>What's Changed</h2>
<ul>
<li>chore(deps): update python:3.14.8-alpine3.24 docker digest to f6a589d by <a href="https://github.com/renovate"><code>@renovate</code></a>[bot] in <a href="https://redirect.github.com/reviewdog/action-actionlint/pull/249">reviewdog/action-actionlint#249</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/reviewdog/action-actionlint/compare/v1.79.0...v1.79.1">https://github.com/reviewdog/action-actionlint/compare/v1.79.0...v1.79.1</a></p>
<h2>Release v1.79.0</h2>
<h2>What's Changed</h2>
<ul>
<li>chore(deps): update dependency pyflakes to v4.0.2 by <a href="https://github.com/renovate"><code>@renovate</code></a>[bot] in <a href="https://redirect.github.com/reviewdog/action-actionlint/pull/248">reviewdog/action-actionlint#248</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/reviewdog/action-actionlint/compare/v1.78.1...v1.79.0">https://github.com/reviewdog/action-actionlint/compare/v1.78.1...v1.79.0</a></p>
<h2>Release v1.78.1</h2>
<h2>What's Changed</h2>
<ul>
<li>chore(deps): update python docker tag to v3.14.8 by <a href="https://github.com/renovate"><code>@renovate</code></a>[bot] in <a href="https://redirect.github.com/reviewdog/action-actionlint/pull/247">reviewdog/action-actionlint#247</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/reviewdog/action-actionlint/compare/v1.78.0...v1.78.1">https://github.com/reviewdog/action-actionlint/compare/v1.78.0...v1.78.1</a></p>
<h2>Release v1.78.0</h2>
<h2>What's Changed</h2>
<ul>
<li>chore(deps): update shogo82148/actions-create-release action to v1.9.2 by <a href="https://github.com/renovate"><code>@renovate</code></a>[bot] in <a href="https://redirect.github.com/reviewdog/action-actionlint/pull/245">reviewdog/action-actionlint#245</a></li>
<li>chore(deps): update dependency pyflakes to v4.0.1 by <a href="https://github.com/renovate"><code>@renovate</code></a>[bot] in <a href="https://redirect.github.com/reviewdog/action-actionlint/pull/246">reviewdog/action-actionlint#246</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/reviewdog/action-actionlint/compare/v1.77.0...v1.78.0">https://github.com/reviewdog/action-actionlint/compare/v1.77.0...v1.78.0</a></p>
<h2>Release v1.77.0</h2>
<h2>What's Changed</h2>
<ul>
<li>chore(deps): update dependency pyflakes to v4 by <a href="https://github.com/renovate"><code>@renovate</code></a>[bot] in <a href="https://redirect.github.com/reviewdog/action-actionlint/pull/244">reviewdog/action-actionlint#244</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/reviewdog/action-actionlint/compare/v1.76.3...v1.77.0">https://github.com/reviewdog/action-actionlint/compare/v1.76.3...v1.77.0</a></p>
<h2>Release v1.76.3</h2>
<h2>What's Changed</h2>
<ul>
<li>fix: preserve quoted spaces in actionlint/reviewdog flags by <a href="https://github.com/shogo82148"><code>@shogo82148</code></a> in <a href="https://redirect.github.com/reviewdog/action-actionlint/pull/243">reviewdog/action-actionlint#243</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/reviewdog/action-actionlint/compare/v1.76.2...v1.76.3">https://github.com/reviewdog/action-actionlint/compare/v1.76.2...v1.76.3</a></p>
<h2>Release v1.76.2</h2>
<h2>What's Changed</h2>
<ul>
<li>fix: preserve actionlint operational exit codes (2, 3) by <a href="https://github.com/shogo82148"><code>@shogo82148</code></a> in <a href="https://redirect.github.com/reviewdog/action-actionlint/pull/242">reviewdog/action-actionlint#242</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/reviewdog/action-actionlint/compare/v1.76.1...v1.76.2">https://github.com/reviewdog/action-actionlint/compare/v1.76.1...v1.76.2</a></p>
<!-- raw HTML omitted -->
</blockquote>
<p>... (truncated)</p>
</details>
<details>
<summary>Commits</summary>
<ul>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/1758727be30241166609dad4c97588b6ad411f32"><code>1758727</code></a> bump v1.79.1</li>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/835705a91b2e078dc7db0d18faf6c60aa826436d"><code>835705a</code></a> Merge branch 'main' into releases/v1</li>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/2b6687f7f9d077738045bb954efe4ab43fbf7a16"><code>2b6687f</code></a> Merge pull request <a href="https://redirect.github.com/reviewdog/action-actionlint/issues/249">#249</a> from reviewdog/renovate/python-3.14.8-alpine3.24</li>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/91d36b3cdd5c848d7337a6c41efb0b1bd8868a3c"><code>91d36b3</code></a> chore(deps): update python:3.14.8-alpine3.24 docker digest to f6a589d</li>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/a1e3e7ff7b1f7554e043f455cc78803e773c4a88"><code>a1e3e7f</code></a> bump v1.79.0</li>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/0a63bd870331c1558f2104bb737169a4c4b7b591"><code>0a63bd8</code></a> Merge branch 'main' into releases/v1</li>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/e3350d1193be1550970a529a41806e379ac2272c"><code>e3350d1</code></a> Merge pull request <a href="https://redirect.github.com/reviewdog/action-actionlint/issues/248">#248</a> from reviewdog/renovate/pyflakes-4.x</li>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/063aab8f1f64254392219f5e08b6eb846eb1ad50"><code>063aab8</code></a> chore(deps): update dependency pyflakes to v4.0.2</li>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/13465d022aa41c282f730be17574b5ce692d0186"><code>13465d0</code></a> bump v1.78.1</li>
<li><a href="https://github.com/reviewdog/action-actionlint/commit/b1c48c4cdb2d458a1563603033f2e68b627f3726"><code>b1c48c4</code></a> Merge branch 'main' into releases/v1</li>
<li>Additional commits viewable in <a href="https://github.com/reviewdog/action-actionlint/compare/50842263c20a7c46bd0065b9e624d3c569db061e...1758727be30241166609dad4c97588b6ad411f32">compare view</a></li>
</ul>
</details>
<br />
Updates `docker/build-push-action` from 7.3.0 to 7.4.0
<details>
<summary>Release notes</summary>
<p><em>Sourced from <a href="https://github.com/docker/build-push-action/releases">docker/build-push-action's releases</a>.</em></p>
<blockquote>
<h2>v7.4.0</h2>
<ul>
<li>Use the shared error helper for Buildx commands by <a href="https://github.com/crazy-max"><code>@crazy-max</code></a> in <a href="https://redirect.github.com/docker/build-push-action/pull/1620">docker/build-push-action#1620</a></li>
<li>Prevent workflow command injection in metadata logs by <a href="https://github.com/crazy-max"><code>@crazy-max</code></a> in <a href="https://redirect.github.com/docker/build-push-action/pull/1617">docker/build-push-action#1617</a></li>
<li>Bump <code>@docker/actions-toolkit</code> from 0.92.0 to 0.100.0 in <a href="https://redirect.github.com/docker/build-push-action/pull/1614">docker/build-push-action#1614</a> <a href="https://redirect.github.com/docker/build-push-action/pull/1618">docker/build-push-action#1618</a> <a href="https://redirect.github.com/docker/build-push-action/pull/1621">docker/build-push-action#1621</a></li>
<li>Bump <code>@humanfs/node</code> from 0.16.7 to 0.16.8 in <a href="https://redirect.github.com/docker/build-push-action/pull/1609">docker/build-push-action#1609</a></li>
<li>Bump brace-expansion from 1.1.13 to 1.1.18 in <a href="https://redirect.github.com/docker/build-push-action/pull/1592">docker/build-push-action#1592</a></li>
<li>Bump csv-parse from 7.0.0 to 7.0.2 in <a href="https://redirect.github.com/docker/build-push-action/pull/1613">docker/build-push-action#1613</a></li>
<li>Bump js-yaml from 4.3.0 to 4.3.2 in <a href="https://redirect.github.com/docker/build-push-action/pull/1605">docker/build-push-action#1605</a> <a href="https://redirect.github.com/docker/build-push-action/pull/1615">docker/build-push-action#1615</a></li>
<li>Bump nanoid from 3.3.16 to 3.3.18 in <a href="https://redirect.github.com/docker/build-push-action/pull/1611">docker/build-push-action#1611</a></li>
<li>Bump postcss from 8.5.10 to 8.5.25 in <a href="https://redirect.github.com/docker/build-push-action/pull/1590">docker/build-push-action#1590</a></li>
<li>Bump postcss-selector-parser from 7.1.1 to 7.1.5 in <a href="https://redirect.github.com/docker/build-push-action/pull/1606">docker/build-push-action#1606</a></li>
<li>Bump sigstore from 4.1.0 to 4.1.1 in <a href="https://redirect.github.com/docker/build-push-action/pull/1577">docker/build-push-action#1577</a></li>
<li>Bump undici from 6.27.0 to 6.28.0 in <a href="https://redirect.github.com/docker/build-push-action/pull/1594">docker/build-push-action#1594</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/docker/build-push-action/compare/v7.3.0...v7.4.0">https://github.com/docker/build-push-action/compare/v7.3.0...v7.4.0</a></p>
</blockquote>
</details>
<details>
<summary>Commits</summary>
<ul>
<li><a href="https://github.com/docker/build-push-action/commit/c3c9e263c25d99ce0380d002d59b67737d91b0dc"><code>c3c9e26</code></a> Merge pull request <a href="https://redirect.github.com/docker/build-push-action/issues/1621">#1621</a> from docker/dependabot/npm_and_yarn/docker/actions-t...</li>
<li><a href="https://github.com/docker/build-push-action/commit/459b6741834dcd35f946352017e7675bd2089d42"><code>459b674</code></a> [dependabot skip] chore: update generated content</li>
<li><a href="https://github.com/docker/build-push-action/commit/4dedcb23c91d79c1629bf53ec2c3bcfffef5b34e"><code>4dedcb2</code></a> chore(deps): Bump <code>@docker/actions-toolkit</code> from 0.99.0 to 0.100.0</li>
<li><a href="https://github.com/docker/build-push-action/commit/379bf63a979bd70751945601fa04c50674509952"><code>379bf63</code></a> Merge pull request <a href="https://redirect.github.com/docker/build-push-action/issues/1620">#1620</a> from crazy-max/buildx-error-message</li>
<li><a href="https://github.com/docker/build-push-action/commit/9877975c9e0b0b661592ff61049069507f9bc2f6"><code>9877975</code></a> chore: update generated content</li>
<li><a href="https://github.com/docker/build-push-action/commit/7ed0556ffafb8eb312463411ef0a84a1dfe24d94"><code>7ed0556</code></a> use the shared Buildx error summary helper</li>
<li><a href="https://github.com/docker/build-push-action/commit/91670ba5a4df99a24efff8637a78c83fd1b0f6b1"><code>91670ba</code></a> Merge pull request <a href="https://redirect.github.com/docker/build-push-action/issues/1618">#1618</a> from docker/dependabot/npm_and_yarn/docker/actions-t...</li>
<li><a href="https://github.com/docker/build-push-action/commit/80dbc8614a5c0ce4356740f69179cf829ecdc79a"><code>80dbc86</code></a> [dependabot skip] chore: update generated content</li>
<li><a href="https://github.com/docker/build-push-action/commit/50cac3a3b6f55e6015d6483d1dd72a3ecb90d20d"><code>50cac3a</code></a> chore(deps): Bump <code>@docker/actions-toolkit</code> from 0.98.0 to 0.99.0</li>
<li><a href="https://github.com/docker/build-push-action/commit/03b4d6cac0163b44733e1fa60adfd6da560ee4d1"><code>03b4d6c</code></a> Merge pull request <a href="https://redirect.github.com/docker/build-push-action/issues/1617">#1617</a> from crazy-max/fix-metadata-workflow-commands</li>
<li>Additional commits viewable in <a href="https://github.com/docker/build-push-action/compare/53b7df96c91f9c12dcc8a07bcb9ccacbed38856a...c3c9e263c25d99ce0380d002d59b67737d91b0dc">compare view</a></li>
</ul>
</details>
<br />
Updates `actions/attest-build-provenance` from 4.1.1 to 4.2.2
<details>
<summary>Release notes</summary>
<p><em>Sourced from <a href="https://github.com/actions/attest-build-provenance/releases">actions/attest-build-provenance's releases</a>.</em></p>
<blockquote>
<h2>v4.2.2</h2>
<blockquote>
<p>[!NOTE]
As of version 4, <code>actions/attest-build-provenance</code> is simply a wrapper on top of <a href="https://github.com/actions/attest"><code>actions/attest</code></a>.</p>
<p>Existing applications may continue to use the <code>attest-build-provenance</code> action, but new implementations should use <code>actions/attest</code> instead.</p>
</blockquote>
<h2>What's Changed</h2>
<ul>
<li>Bump actions/attest from 4.2.0 to 4.2.1 in the actions-minor group by <a href="https://github.com/dependabot"><code>@dependabot</code></a>[bot] in <a href="https://redirect.github.com/actions/attest-build-provenance/pull/862">actions/attest-build-provenance#862</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/actions/attest-build-provenance/compare/v4.1.1...v4.2.2">https://github.com/actions/attest-build-provenance/compare/v4.1.1...v4.2.2</a></p>
</blockquote>
</details>
<details>
<summary>Commits</summary>
<ul>
<li><a href="https://github.com/actions/attest-build-provenance/commit/4d101475d8b20a2381f78447822ac1eab6504dd8"><code>4d10147</code></a> Bump actions/attest from 4.2.0 to 4.2.1 in the actions-minor group (<a href="https://redirect.github.com/actions/attest-build-provenance/issues/862">#862</a>)</li>
<li><a href="https://github.com/actions/attest-build-provenance/commit/e3fe62ef559997059fe8380e7d2b4c909e2d65f4"><code>e3fe62e</code></a> Bump the actions-minor group with 2 updates (<a href="https://redirect.github.com/actions/attest-build-provenance/issues/860">#860</a>)</li>
<li>See full diff in <a href="https://github.com/actions/attest-build-provenance/compare/0f67c3f4856b2e3261c31976d6725780e5e4c373...4d101475d8b20a2381f78447822ac1eab6504dd8">compare view</a></li>
</ul>
</details>
<br />
Updates `corentinmusard/otel-cicd-action` from 4.1.0 to 4.2.0
<details>
<summary>Release notes</summary>
<p><em>Sourced from <a href="https://github.com/corentinmusard/otel-cicd-action/releases">corentinmusard/otel-cicd-action's releases</a>.</em></p>
<blockquote>
<h2>v4.2.0</h2>
<h3>Changed</h3>
<ul>
<li>Switch top-level pipeline run span kind from <code>INTERNAL</code> to <code>SERVER</code>, according to
OTel semconv: <a href="https://opentelemetry.io/docs/specs/semconv/cicd/cicd-spans/#pipeline-run">https://opentelemetry.io/docs/specs/semconv/cicd/cicd-spans/#pipeline-run</a></li>
</ul>
<h2>v4.1.1</h2>
<h3>Changed</h3>
<ul>
<li>CICD: skip the sourcemap when diffing dist. Streaming its diff to the job log dominated
the Validate dist step, pushing the build job to nearly ten minutes on a stale-bundle failure.</li>
<li>Build: rebuild dist for undici 6.28.0. Dependabot only updates package-lock.json,
but undici is a runtime dependency that rollup inlines into the committed bundle.</li>
<li>Editorial: Use Dash0 endpoints in README examples.</li>
</ul>
</blockquote>
</details>
<details>
<summary>Changelog</summary>
<p><em>Sourced from <a href="https://github.com/dash0hq/otel-cicd-action/blob/main/CHANGELOG.md">corentinmusard/otel-cicd-action's changelog</a>.</em></p>
<blockquote>
<h1>Changelog</h1>
<p>All notable changes to this project will be documented in this file.</p>
<p>The format is based on <a href="https://keepachangelog.com/en/1.1.0/">Keep a Changelog</a>,
and this project adheres to <a href="https://semver.org/spec/v2.0.0.html">Semantic Versioning</a>.</p>
<h2>[Unreleased]</h2>
<h2>[4.2.0] - 2026-09-18</h2>
<h3>Changed</h3>
<ul>
<li>Switch top-level pipeline run span kind from <code>INTERNAL</code> to <code>SERVER</code>, according to
OTel semconv: <a href="https://opentelemetry.io/docs/specs/semconv/cicd/cicd-spans/#pipeline-run">https://opentelemetry.io/docs/specs/semconv/cicd/cicd-spans/#pipeline-run</a></li>
</ul>
<h2>[4.1.1] - 2026-08-14</h2>
<h3>Changed</h3>
<ul>
<li>CICD: skip the sourcemap when diffing dist. Streaming its diff to the job log dominated
the Validate dist step, pushing the build job to nearly ten minutes on a stale-bundle failure.</li>
<li>Build: rebuild dist for undici 6.28.0. Dependabot only updates package-lock.json,
but undici is a runtime dependency that rollup inlines into the committed bundle.</li>
<li>Editorial: Use Dash0 endpoints in README examples.</li>
</ul>
<h2>[4.1.0] - 2026-07-27</h2>
<h3>Added</h3>
<ul>
<li>Added the <code>otlpInsecureSkipVerify</code> input for exporting to trusted internal OTLP endpoints whose
TLS certificates cannot be verified.
Thanks <a href="https://github.com/OneCyrus"><code>@OneCyrus</code></a>!</li>
</ul>
<h3>Changed</h3>
<ul>
<li>
<p>Span status now follows the OpenTelemetry
<a href="https://opentelemetry.io/docs/specs/semconv/general/recording-errors/">recording-errors</a>
conventions: it is set to <code>Error</code> (with the standard <code>error.type</code> attribute) for the
<code>failure</code>, <code>timed_out</code>, and <code>startup_failure</code> conclusions, and left unset otherwise
(previously it was set to <code>Ok</code> on success and <code>Error</code> only for <code>failure</code>).</p>
</li>
<li>
<p><strong>Removed</strong> the non-standard boolean <code>error</code> attribute from workflow, job, and step spans.
Use the span status or the <code>error.type</code> attribute instead.</p>
</li>
<li>
<p>The <code>github.job.labels</code> attribute is now exported as an array of strings instead of a
comma-separated string, consistent with the PR label attributes.</p>
</li>
<li>
<p>The repository was transferred from <code>corentinmusard/otel-cicd-action</code> to
<a href="https://github.com/dash0hq/otel-cicd-action"><code>dash0hq/otel-cicd-action</code></a> and is now maintained
by <a href="https://www.dash0.com">Dash0</a>. Existing <code>uses: corentinmusard/otel-cicd-action@v4</code> references
keep working via GitHub's redirect, but updating to <code>dash0hq/otel-cicd-action@v4</code> is recommended.</p>
</li>
</ul>
<!-- raw HTML omitted -->
</blockquote>
<p>... (truncated)</p>
</details>
<details>
<summary>Commits</summary>
<ul>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/4826b79d63662fa91657272e7711420cb6aea543"><code>4826b79</code></a> chore: prepare release v4.2.0</li>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/83ec6673ab6c824b086ded7b783f84a2e85774cc"><code>83ec667</code></a> Include PR <a href="https://redirect.github.com/corentinmusard/otel-cicd-action/issues/92">#92</a> to the CHANGELOG prior to releasing. (<a href="https://redirect.github.com/corentinmusard/otel-cicd-action/issues/95">#95</a>)</li>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/d9c656c55c721288839dfb33d485272859506436"><code>d9c656c</code></a> fix: switch pipeline run span kind from <code>INTERNAL</code> to <code>SERVER</code> (<a href="https://redirect.github.com/corentinmusard/otel-cicd-action/issues/92">#92</a>)</li>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/895874bfae14f840e3032f1a14c3f2b45c93f4af"><code>895874b</code></a> chore: prepare release v4.1.1 (<a href="https://redirect.github.com/corentinmusard/otel-cicd-action/issues/90">#90</a>)</li>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/f6952e3b6c9f2e03aa1f9d2b161fa6a6a0a96263"><code>f6952e3</code></a> chore: update CHANGELOG with editorial/build/cicd updates. (<a href="https://redirect.github.com/corentinmusard/otel-cicd-action/issues/89">#89</a>)</li>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/77885591de01eecfd4c5d7efa78006ce8fd9044f"><code>7788559</code></a> ci: skip the sourcemap when diffing dist</li>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/46633641d19b828dc18d037ca6cd53e29dd0e2c5"><code>4663364</code></a> build: rebuild dist for undici 6.28.0</li>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/31e4d4b3334b0eb76e7599441ab4475f8931e65b"><code>31e4d4b</code></a> build(deps): bump the npm_and_yarn group across 1 directory with 2 updates</li>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/85d7618854e54f909adad504d6233c1dfed19b87"><code>85d7618</code></a> Use Dash0 endpoints in README examples, drop competitor links from website docs</li>
<li><a href="https://github.com/dash0hq/otel-cicd-action/commit/02e43cc25881ba326ebed7bd6b68f737d73c34d3"><code>02e43cc</code></a> chore: drop repository badges from the synced website docs (<a href="https://redirect.github.com/corentinmusard/otel-cicd-action/issues/85">#85</a>)</li>
<li>See full diff in <a href="https://github.com/corentinmusard/otel-cicd-action/compare/6022e68732c1cab4d2c8218b810f69006ee5cc34...4826b79d63662fa91657272e7711420cb6aea543">compare view</a></li>
</ul>
</details>
<br />
Updates `actions/cache` from 5.1.0 to 6.1.0
<details>
<summary>Release notes</summary>
<p><em>Sourced from <a href="https://github.com/actions/cache/releases">actions/cache's releases</a>.</em></p>
<blockquote>
<h2>v6.1.0</h2>
<h2>What's Changed</h2>
<ul>
<li>Bump <code>@actions/cache</code> to v6.1.0 - handle read-only cache access by <a href="https://github.com/jasongin"><code>@jasongin</code></a> in <a href="https://redirect.github.com/actions/cache/pull/1768">actions/cache#1768</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/actions/cache/compare/v6...v6.1.0">https://github.com/actions/cache/compare/v6...v6.1.0</a></p>
<h2>v6.0.0</h2>
<h2>What's Changed</h2>
<ul>
<li>Update packages, migrate to ESM by <a href="https://github.com/Samirat"><code>@Samirat</code></a> in <a href="https://redirect.github.com/actions/cache/pull/1760">actions/cache#1760</a></li>
</ul>
<p><strong>Full Changelog</strong>: <a href="https://github.com/actions/cache/compare/v5...v6.0.0">https://github.com/actions/cache/compare/v5...v6.0.0</a></p>
</blockquote>
</details>
<details>
<summary>Changelog</summary>
<p><em>Sourced from <a href="https://github.com/actions/cache/blob/main/RELEASES.md">actions/cache's changelog</a>.</em></p>
<blockquote>
<h1>Releases</h1>
<h2>How to prepare a release</h2>
<blockquote>
<p>[!NOTE]
Relevant for maintainers with write access only.</p>
</blockquote>
<ol>
<li>Switch to a new branch from <code>main</code>.</li>
<li>Run <code>npm test</code> to ensure all tests are passing.</li>
<li>Update the version in <a href="https://github.com/actions/cache/blob/main/package.json"><code>https://github.com/actions/cache/blob/main/package.json</code></a>.</li>
<li>Run <code>npm run build</code> to update the compiled files.</li>
<li>Update this <a href="https://github.com/actions/cache/blob/main/RELEASES.md"><code>https://github.com/actions/cache/blob/main/RELEASES.md</code></a> with the new version and changes in the <code>## Changelog</code> section.</li>
<li>Run <code>licensed cache</code> to update the license report.</li>
<li>Run <code>licensed status</code> and resolve any warnings by updating the <a href="https://github.com/actions/cache/blob/main/.licensed.yml"><code>https://github.com/actions/cache/blob/main/.licensed.yml</code></a> file with the exceptions.</li>
<li>Commit your changes and push your branch upstream.</li>
<li>Open a pull request against <code>main</code> and get it reviewed and merged.</li>
<li>Draft a new release <a href="https://github.com/actions/cache/releases">https://github.com/actions/cache/releases</a> use the same version number used in <code>package.json</code>
<ol>
<li>Create a new tag with the version number.</li>
<li>Auto generate release notes and update them to match the changes you made in <code>RELEASES.md</code>.</li>
<li>Toggle the set as the latest release option.</li>
<li>Publish the release.</li>
</ol>
</li>
<li>Navigate to <a href="https://github.com/actions/cache/actions/workflows/release-new-action-version.yml">https://github.com/actions/cache/actions/workflows/release-new-action-version.yml</a>
<ol>
<li>There should be a workflow run queued with the same version number.</li>
<li>Approve the run to publish the new version and update the major tags for this action.</li>
</ol>
</li>
</ol>
<h2>Changelog</h2>
<h3>6.1.0</h3>
<ul>
<li>Bump <code>@actions/cache</code> to v6.1.0 to pick up <a href="https://redirect.github.com/actions/toolkit/pull/2435">actions/toolkit#2435 Handle cache write error due to read-only token</a></li>
<li>Switch redundant "Cache save failed" warning to debug log in save-only</li>
</ul>
<h3>6.0.0</h3>
<ul>
<li>Updated <code>@actions/cache</code> to ^6.0.1, <code>@actions/core</code> to ^3.0.1, <code>@actions/exec</code> to ^3.0.0, <code>@actions/io</code> to ^3.0.2</li>
<li>Migrated to ESM module system</li>
<li>Upgraded Jest to v30 and test infrastructure to be ESM compatible</li>
</ul>
<h3>5.0.4</h3>
<ul>
<li>Bump <code>minimatch</code> to v3.1.5 (fixes ReDoS via globstar patterns)</li>
<li>Bump <code>undici</code> to v6.24.1 (WebSocket decompression bomb protection, header validation fixes)</li>
<li>Bump <code>fast-xml-parser</code> to v5.5.6</li>
</ul>
<h3>5.0.3</h3>
<ul>
<li>Bump <code>@actions/cache</code> to v5.0.5 (Resolves: <a href="https://github.com/actions/cache/security/dependabot/33">https://github.com/actions/cache/security/dependabot/33</a>)</li>
<li>Bump <code>@actions/core</code> to v2.0.3</li>
</ul>
<h3>5.0.2</h3>
<!-- raw HTML omitted -->
</blockquote>
<p>... (truncated)</p>
</details>
<details>
<summary>Commits</summary>
<ul>
<li><a href="https://github.com/actions/cache/commit/55cc8345863c7cc4c66a329aec7e433d2d1c52a9"><code>55cc834</code></a> Merge pull request <a href="https://redirect.github.com/actions/cache/issues/1768">#1768</a> from jasongin/readonly-cache</li>
<li><a href="https://github.com/actions/cache/commit/d8cd72f230726cdf4457ebb61ec1b593a8d12337"><code>d8cd72f</code></a> Bump <code>@actions/cache</code> to v6.1.0 - handle cache write error due to RO token</li>
<li><a href="https://github.com/actions/cache/commit/2c8a9bd7457de244a408f35966fab2fb45fda9c8"><code>2c8a9bd</code></a> Merge pull request <a href="https://redirect.github.com/actions/cache/issues/1760">#1760</a> from actions/samirat/esm_migration_and_package_update</li>
<li><a href="https://github.com/actions/cache/commit/e9b91fdc3fea7d79165fceb79042ef45c2d51023"><code>e9b91fd</code></a> Prettier fixes</li>
<li><a href="https://github.com/actions/cache/commit/e4884b8ff7f92ef6b52c79eda480bbc86e685adb"><code>e4884b8</code></a> Rebuild dist</li>
<li><a href="https://github.com/actions/cache/commit/10baf0191a3c426ea0fa4a3253a5c04233b6e18f"><code>10baf01</code></a> Fixed licenses</li>
<li><a href="https://github.com/actions/cache/commit/e39b386c9004d72a15d864ade8c0b3a702d47a37"><code>e39b386</code></a> Fix test mock return order</li>
<li><a href="https://github.com/actions/cache/commit/b6928203372a8571ff984c0c883ef3a1adfb0c06"><code>b692820</code></a> PR feedback</li>
<li><a href="https://github.com/actions/cache/commit/60749128a44d25d3c520a489e576380cf00ff3f1"><code>6074912</code></a> Rebuild dist bundles as ESM to match type:module</li>
<li><a href="https://github.com/actions/cache/commit/5a912e8b4af820fa082a0e75cfd2c782f8fbfe0e"><code>5a912e8</code></a> Fix lint and jest issues</li>
<li>Additional commits viewable in <a href="https://github.com/actions/cache/compare/caa296126883cff596d87d8935842f9db880ef25...55cc8345863c7cc4c66a329aec7e433d2d1c52a9">compare view</a></li>
</ul>
</details>
<br />
Updates `pre-commit-ci/lite-action` from 1.1.0 to 1.2.0
<details>
<summary>Commits</summary>
<ul>
<li><a href="https://github.com/pre-commit-ci/lite-action/commit/062bca0919bc9d6e66755cc05074b70c77e111fc"><code>062bca0</code></a> v1.2.0</li>
<li><a href="https://github.com/pre-commit-ci/lite-action/commit/d20dc4e4c3aee506d74dd9b232610d4a2d4e846b"><code>d20dc4e</code></a> Merge pull request <a href="https://redirect.github.com/pre-commit-ci/lite-action/issues/28">#28</a> from pre-commit-ci/upgrade-upload-artifact-cli</li>
<li><a href="https://github.com/pre-commit-ci/lite-action/commit/9e0495689f9234cc3972814290420a6aa4891b59"><code>9e04956</code></a> upgrade upload-artifact-cli</li>
<li><a href="https://github.com/pre-commit-ci/lite-action/commit/75e6fcdeb1a837c348116fcc00e4edade1d85ab2"><code>75e6fcd</code></a> Merge pull request <a href="https://redirect.github.com/pre-commit-ci/lite-action/issues/26">#26</a> from mxr/patch-1</li>
<li><a href="https://github.com/pre-commit-ci/lite-action/commit/989699375b07ab3801c70cac41ed13916f1025c0"><code>9896993</code></a> Fix title in README</li>
<li><a href="https://github.com/pre-commit-ci/lite-action/commit/b804cf7b38c91c1a478f7191b9c0e1d08bbd4f2e"><code>b804cf7</code></a> Merge pull request <a href="https://redirect.github.com/pre-commit-ci/lite-action/issues/25">#25</a> from mxr/bump</li>
<li><a href="https://github.com/pre-commit-ci/lite-action/commit/4cf2179f914850537aecb9d44e86d8369fa6e707"><code>4cf2179</code></a> <code>pre-commit autoupdate</code></li>
<li><a href="https://github.com/pre-commit-ci/lite-action/commit/da3b32ae29c6f6b0ac82e855001ae5bb12ea7c40"><code>da3b32a</code></a> Merge pull request <a href="https://redirect.github.com/pre-commit-ci/lite-action/issues/21">#21</a> from pre-commit-ci/all-repos_autofix_all-repos-manual</li>
<li><a href="https://github.com/pre-commit-ci/lite-action/commit/f526d369b624df1cea020b8b6c58a7831d8a209b"><code>f526d36</code></a> py310+</li>
<li>See full diff in <a href="https://github.com/pre-commit-ci/lite-action/compare/5d6cc0eb514c891a40562a58a8e71576c5c7fb43...062bca0919bc9d6e66755cc05074b70c77e111fc">compare view</a></li>
</ul>
</details>
<br />
Updates `softprops/action-gh-release` from 3.0.2 to 3.0.3
<details>
<summary>Release notes</summary>
<p><em>Sourced from <a href="https://github.com/softprops/action-gh-release/releases">softprops/action-gh-release's releases</a>.</em></p>
<blockquote>
<h2>v3.0.3</h2>
<p><code>3.0.3</code> is a maintenance release with updated dependencies. It also safely
classifies malformed GitHub API errors to avoid secondary failures (<a href="https://redirect.github.com/softprops/action-gh-release/issues/822">#822</a>).</p>
<h2>What's Changed</h2>
<h3>Bug fixes 🐛</h3>
<ul>
<li>fix: safely classify GitHub API errors by <a href="https://github.com/chenrui333"><code>@chenrui333</code></a> in <a href="https://redirect.github.com/softprops/action-gh-release/pull/822">softprops/action-gh-release#822</a></li>
</ul>
<h3>Other Changes 🔄</h3>
<ul>
<li>dependency updates</li>
</ul>
</blockquote>
</details>
<details>
<summary>Changelog</summary>
<p><em>Sourced from <a href="https://github.com/softprops/action-gh-release/blob/master/CHANGELOG.md">softprops/action-gh-release's changelog</a>.</em></p>
<blockquote>
<h2>3.0.3</h2>
<p><code>3.0.3</code> is a maintenance release with updated dependencies. It also safely
classifies malformed GitHub API errors to avoid secondary failures (<a href="https://redirect.github.com/softprops/action-gh-release/issues/822">#822</a>).</p>
<h2>What's Changed</h2>
<h3>Bug fixes 🐛</h3>
<ul>
<li>fix: safely classify GitHub API errors by <a href="https://github.com/chenrui333"><code>@chenrui333</code></a> in <a href="https://redirect.github.com/softprops/action-gh-release/pull/822">softprops/action-gh-release#822</a></li>
</ul>
<h3>Other Changes 🔄</h3>
<ul>
<li>dependency updates</li>
</ul>
<h2>3.0.2</h2>
<p><code>3.0.2</code> is a patch release focused on release reliability and compatibility. It
reuses existing draft releases when publishing prereleases, supports replacing
release assets on Gitea, hardens streamed asset uploads, and provides clearer
release-creation diagnostics. It also includes TypeScript, coverage, and tooling
maintenance merged since <code>3.0.1</code>.</p>
<p>This release fixes <a href="https://redirect.github.com/softprops/action-gh-release/issues/795">#795</a>, <a href="https://redirect.github.com/softprops/action-gh-release/issues/438">#438</a>, and <a href="https://redirect.github.com/softprops/action-gh-release/issues/803">#803</a>. The upload transport hardening covers the
historical failure reported in <a href="https://redirect.github.com/softprops/action-gh-release/issues/790">#790</a>, although current hosted Node 24 runners did
not reproduce it naturally. The diagnostics work is related to <a href="https://redirect.github.com/softprops/action-gh-release/issues/786">#786</a> and does not
claim a reproducible release-creation fix.</p>
<h2>What's Changed</h2>
<h3>Exciting New Features 🎉</h3>
<ul>
<li>feat: improve release error reporting and test coverage by <a href="https://github.com/chenrui333"><code>@chenrui333</code></a> in <a href="https://redirect.github.com/softprops/action-gh-release/pull/813">softprops/action-gh-release#813</a></li>
</ul>
<h3>Bug fixes 🐛</h3>
<ul>
<li>fix: publish existing draft releases as prereleases by <a href="https://github.com/godfengliang"><code>@godfengliang</code></a> in <a href="https://redirect.github.com/softprops/action-gh-release/pull/801">softprops/action-gh-release#801</a></li>
<li>fix: upload small checksum assets reliably by <a href="https://github.com/chenrui333"><code>@chenrui333</code></a> in <a href="https://redirect.github.com/softprops/action-gh-release/pull/815">softprops/action-gh-release#815</a></li>
<li>fix: replace existing release assets on Gitea by <a href="https://github.com/chenrui333"><code>@chenrui333</code></a> in <a href="https://redirect.github.com/softprops/action-gh-release/pull/816">softprops/action-gh-release#816</a></li>
<li>fix: clarify release creation 404 errors by <a href="https://github.com/chenrui333"><code>@chenrui333</code></a> in <a href="https://redirect.github.com/softprops/action-gh-release/pull/817">softprops/action-gh-release#817</a></li>
</ul>
<h3>Other Changes 🔄</h3>
<ul>
<li>chore(deps): upgrade TypeScript to 7 by <a href="https://github.com/chenrui333"><code>@chenrui333</code></a> in <a href="https://redirect.github.com/softprops/action-gh-release/pull/812">softprops/action-gh-release#812</a></li>
<li>chore(deps): remove unused TypeScript tooling by <a href="https://github.com/chenrui333"><code>@chenrui333</code></a> in <a href="https://redirect.github.com/softprops/action-gh-release/pull/814">softprops/action-gh-release#814</a></li>
<li>dependency, Node 24 pin, and CI maintenance merged since <code>3.0.1</code></li>
</ul>
<h2>3.0.1</h2>
<ul>
<li>maintenance release with updated dependencies</li>
</ul>
<!-- raw HTML omitted -->
</blockquote>
<p>... (truncated)</p>
</details>
<details>
<summary>Commits</summary>
<ul>
<li><a href="https://github.com/softprops/action-gh-release/commit/efb35369e0ad2afab669f228072c1b0d510eae64"><code>efb3536</code></a> release 3.0.3 (<a href="https://redirect.github.com/softprops/action-gh-release/issues/840">#840</a>)</li>
<li><a href="https://github.com/softprops/action-gh-release/commit/6441963a7597ab67f36fea0287a7ae58a9bfd8fe"><code>6441963</code></a> chore(deps): bump the npm group with 2 updates (<a href="https://redirect.github.com/softprops/action-gh-release/issues/839">#839</a>)</li>
<li><a href="https://github.com/softprops/action-gh-release/commit/e5ee6bc58a36b838b92fc1217f2e4b414b5abcc8"><code>e5ee6bc</code></a> chore(deps): bump esbuild from 0.28.1 to 0.28.2 in the npm group (<a href="https://redirect.github.com/softprops/action-gh-release/issues/837">#837</a>)</li>
<li><a href="https://github.com/softprops/action-gh-release/commit/d1e66170d32c9ec7bbcb7fae044d3d686ce304d3"><code>d1e6617</code></a> chore(deps): bump undici from 6.27.0 to 6.28.0 (<a href="https://redirect.github.com/softprops/action-gh-release/issues/831">#831</a>)</li>
<li><a href="https://github.com/softprops/action-gh-release/commit/64037519ba20f54c01bc1dc90342c929aac5a2fa"><code>6403751</code></a> chore(deps): bump the npm group with 2 updates (<a href="https://redirect.github.com/softprops/action-gh-release/issues/835">#835</a>)</li>
<li><a href="https://github.com/softprops/action-gh-release/commit/7c7184b6876126a5df15adc5b679dc450a393725"><code>7c7184b</code></a> chore(deps): bump postcss from 8.5.19 to 8.5.25 (<a href="https://redirect.github.com/softprops/action-gh-release/issues/833">#833</a>)</li>
<li><a href="https://github.com/softprops/action-gh-release/commit/0f3f0d2943676d58f9698b3ab590c2056023d77d"><code>0f3f0d2</code></a> chore(deps): bump brace-expansion from 5.0.8 to 5.0.9 (<a href="https://redirect.github.com/softprops/action-gh-release/issues/832">#832</a>)</li>
<li><a href="https://github.com/softprops/action-gh-release/commit/77fb938f2f95e717ce6705d2909af527263360a0"><code>77fb938</code></a> chore(deps): bump prettier from 3.9.5 to 3.9.6 in the npm group (<a href="https://redirect.github.com/softprops/action-gh-release/issues/830">#830</a>)</li>
<li><a href="https://github.com/softprops/action-gh-release/commit/5a6f51711ce2ba103b78f5e9550f810679f11e0e"><code>5a6f517</code></a> chore(deps): bump brace-expansion from 5.0.7 to 5.0.8 (<a href="https://redirect.github.com/softprops/action-gh-release/issues/828">#828</a>)</li>
<li><a href="https://github.com/softprops/action-gh-release/commit/a3c91c98f80000f5b06c7fc0327c54f51c6ab7d8"><code>a3c91c9</code></a> chore(deps): bump the github-actions group with 2 updates (<a href="https://redirect.github.com/softprops/action-gh-release/issues/825">#825</a>)</li>
<li>Additional commits viewable in <a href="https://github.com/softprops/action-gh-release/compare/3d0d9888cb7fd7b750713d6e236d1fcb99157228...efb35369e0ad2afab669f228072c1b0d510eae64">compare view</a></li>
</ul>
</details>
<br />
|
dependencies
github_actions
CI
|
7/7 |
.github/workflows/actionlint.yml,.github/workflows/docker_build.yml,.github/workflows/export_telemetry.yaml,.github/workflows/pre-commit.yml,.github/workflows/release.yml |
5 |
1 |
['github-actions'] |
nobody |
5-82652 5 days ago |
9-40275 9 days ago |
9-39940 9 days |
0 |
| 44425 |
JovanGerb author:JovanGerb |
chore: deprecate `FP.Float` |
This PR deprecates `FP.Float`. This definition is very poorly documented, has not been touched since the port, and says it is experimental. Nowadays, lean core has a `Float` type with the ability to prove things about it, so I think it's better to remove `FP.Float`.
This PR is motivated by a new concrete instances linter. The parameter `[C : FloatCfg]` appearing in this file causes this linter to warn.
---
<!-- Your PR title will become the first line of the commit message.
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|
t-data
increases-technical-debt
maintainer-merge
|
37/31 |
Mathlib/Algebra/Order/Interval/Basic.lean,Mathlib/Data/FP/Basic.lean |
2 |
3 |
['github-actions', 'grunweg'] |
nobody |
5-81990 5 days ago |
12-429 12 days ago |
12-94 12 days |
1 |
| 44020 |
bally65 author:bally65 |
feat(NumberTheory/Fibonacci): congruences for Fibonacci numbers modulo a prime |
For a prime p ≠ 2: F_p ≡ (5/p) (mod p), hence p ∣ F_{p-1} when (5/p) = 1 and p ∣ F_{p+1} when (5/p) = -1, plus the p % 5 forms via quadratic reciprocity. Proof in (ZMod p)[X]/(X^2 - X - 1) via Frobenius; no case split on (5/p).
AI disclosure: I used Claude and ChatGPT to discuss ideas, to adjust and optimize the approach, and to explore whether there was something worth taking on. They also proposed many of the problems, lines of thought, and decisions about direction. Almost all of the Lean code, including the changes made in response to review, was written by Claude Code.
AI 使用聲明：我使用 Claude 和 ChatGPT 討論構思、調整與優化，也討論有沒有值得挑戰的方向。它們也提出了許多題目、思路和決策方向。Lean 程式碼與依審稿意見所做的修改，幾乎全部由 Claude Code 撰寫。
Note: the English disclosure is a translation of my Chinese text, assisted by Claude. |
t-number-theory
new-contributor
LLM-generated
|
188/0 |
Mathlib.lean,Mathlib/NumberTheory/Fibonacci.lean |
2 |
11 |
['Julian-Kuelshammer', 'bally65', 'github-actions'] |
nobody |
5-80535 5 days ago |
5-83651 5 days ago |
5-85710 5 days |
0 |
| 44019 |
bally65 author:bally65 |
feat(Computability/Primrec): primality is primitive recursive |
Primrec.nat_prime : PrimrecPred Nat.Prime, via Nat.prime_def_lt' and the bounded quantifier PrimrecRel.forall_lt. Mathlib had no computability statement about Nat.Prime.
AI disclosure: I used Claude and ChatGPT to discuss ideas, to adjust and optimize the approach, and to explore whether there was something worth taking on. They also proposed many of the problems, lines of thought, and decisions about direction. Almost all of the Lean code was written by Claude Code. I applied the reviewer's suggested changes myself.
AI 使用聲明：我使用 Claude 和 ChatGPT 討論構思、調整與優化，也討論有沒有值得挑戰的方向。它們也提出了許多題目、思路和決策方向。Lean 程式碼幾乎全部由 Claude Code 撰寫。審稿人提供的修改建議由我自己套用。
Note: the English disclosure is a translation of my Chinese text, assisted by Claude. |
t-computability
new-contributor
LLM-generated
|
44/0 |
Mathlib.lean,Mathlib/Computability/Primrec/Prime.lean |
2 |
6 |
['bally65', 'github-actions', 'pepamontero'] |
nobody |
5-80301 5 days ago |
22-652 22 days ago |
23-34970 23 days |
0 |
| 44632 |
skwh54 author:skwh54 |
feat(RingTheory): prove semiprimary rings are closed under opposites |
This PR proves that a ring is semiprimary if and only if its opposite ring is semiprimary, resolving the three proof_wanted declarations in Wanted/RingTheory/SimpleModule/WedderburnArtin.lean.
It adds the required Jacobson radical symmetry and quotient-ring equivalence, and includes the Artinian/Noetherian consequence as an example in MathlibTest.
The Jacobson radical symmetry proof is adapted from [Haruhisa Enomoto's Lean 3 formalization](https://github.com/haruhisa-enomoto/lean-noncommutative-ring/blob/master/src/nc_jacobson_ideal.lean).
This PR was created with assistance from Codex. |
file-removed
t-ring-theory
new-contributor
LLM-generated
|
168/21 |
Mathlib.lean,Mathlib/RingTheory/Jacobson/Opposite.lean,Mathlib/RingTheory/SimpleModule/WedderburnArtin.lean,MathlibTest/JacobsonOpposite.lean,Wanted.lean,Wanted/RingTheory/SimpleModule/WedderburnArtin.lean |
6 |
2 |
['github-actions'] |
nobody |
5-77984 5 days ago |
6-14618 6 days ago |
6-14283 6 days |
0 |
| 44540 |
vincentqb author:vincentqb |
feat(Algebra/Polynomial): monotonicity of polynomial evaluation |
This PR adds `Polynomial.eval_le_eval`, tagged `@[gcongr]`, for preordered semirings whose addition and multiplication are monotone. It applies in particular to `ℕ`, `ℝ≥0`, and `ℝ≥0∞`.
---
This supplies the polynomial monotonicity lemma used privately in #44441.
The code, the testing, and this description were prepared with the help of an AI coding assistant.
|
LLM-generated
new-contributor
t-algebra
label:t-algebra$ |
22/0 |
Mathlib/Algebra/Polynomial/AlgebraMap.lean,Mathlib/Algebra/Polynomial/Eval/Defs.lean |
2 |
11 |
['SnirBroshi', 'github-actions', 'vincentqb'] |
nobody |
5-73695 5 days ago |
5-75180 5 days ago |
5-81372 5 days |
0 |
| 44539 |
vincentqb author:vincentqb |
feat(GroupTheory/GroupAction): prove Jordan's strong criteria |
This PR proves Jordan's strong criteria for 2-pretransitivity and 2-preprimitivity of the normal closure of a fixing subgroup, using a shared induction for normal subgroups. It preserves the existing unprimed criteria and deprecates their redundant combined helper.
The original transitivity `proof_wanted`, with `n + 1 < Nat.card α`, is false. `Counterexamples/Jordan.lean` checks every original hypothesis for the natural action of `S₃` on three points with `s = {0, 1}` and `n = 1`. The fixing subgroup acts transitively on the singleton complement, but it and its normal closure are trivial, so the required 2-pretransitivity fails.
The proved transitivity criterion uses `n + 2 < Nat.card α`, excluding this counterexample. The original preprimitivity wanted statement already used that bound and is proved with its original hypotheses.
Validation: the Jordan module, counterexample module, and remaining Wanted Jordan module build; style lint passes. The counterexample and both strong criteria have no `sorryAx` in their axiom dependencies.
---
The code, tests, and this description were prepared with the help of OpenAI Codex.
|
LLM-generated
new-contributor
t-group-theory
|
235/136 |
Counterexamples.lean,Counterexamples/Jordan.lean,Mathlib/GroupTheory/GroupAction/Jordan.lean,Wanted/GroupTheory/GroupAction/Jordan.lean |
4 |
9 |
['github-actions', 'tb65536', 'vincentqb'] |
nobody |
5-72679 5 days ago |
5-73202 5 days ago |
7-9227 7 days |
0 |
| 42453 |
Multramate author:Multramate |
feat(NumberTheory/EllipticDivisibilitySequence): prove that a normalised elliptic divisibility sequence is an elliptic sequence |
This is the updated version of #13155 and contains the proof that a sequence satisfying the even and odd elliptic relations (with mild additional conditions) is an elliptic net and hence an elliptic sequence. This is the main argument in [Section 2 of Junyan's paper](https://arxiv.org/pdf/2604.05280). Previously it was broken down into hundreds of lines of multiple lemmas but I was able to condense it into a single lemma with multiple `wlog`s that are hopefully self-explanatory.
Co-authored-by: Junyan Xu <junyanxu.math@gmail.com>
---
- [x] depends on: #42477
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[](https://gitpod.io/from-referrer/)
|
t-algebra
t-number-theory
large-import
label:t-algebra$ |
154/10 |
Mathlib/Algebra/Polynomial/AlgebraMap.lean,Mathlib/Algebra/Polynomial/Coeff.lean,Mathlib/NumberTheory/EllipticDivisibilitySequence.lean |
3 |
58 |
['Multramate', 'YaelDillies', 'alreadydone', 'copilot-pull-request-reviewer', 'github-actions', 'kbuzzard', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'riccardobrasca', 'tb65536'] |
riccardobrasca and tb65536 assignee:tb65536 assignee:riccardobrasca |
5-67514 5 days ago |
7-9072 7 days ago |
58-69409 58 days |
0 |
| 44598 |
kirill-kondrashov author:kirill-kondrashov |
feat(LinearAlgebra/ExteriorPower): add API for HodgeStar |
---
<!-- Your PR title will become the first line of the commit message.
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[](https://gitpod.io/from-referrer/)
This is a follow-up of the https://github.com/leanprover-community/mathlib4/pull/43140 which stated a few TODO points.
This PR implements the first TODO point
* Add API to obviate the need to supply the volume element in the presence of `Module.Oriented`.
GPT 6 Luna Max was used for initial brainstorming (as well as Mathlib API investigation on the existing relevant constructions), mainly overwritten and refactored manually. |
t-algebra
LLM-generated
new-contributor
label:t-algebra$ |
23/1 |
Mathlib/LinearAlgebra/ExteriorPower/HodgeStar.lean |
1 |
7 |
['github-actions', 'kirill-kondrashov', 'themathqueen'] |
nobody |
5-63727 5 days ago |
6-5992 6 days ago |
6-8402 6 days |
0 |
| 44535 |
vincentqb author:vincentqb |
feat(RingTheory/SimpleModule): semisimplicity along semilinear maps |
This PR proves that semisimplicity passes to the domain of an injective semilinear map and to the codomain of a surjective one, assuming `RingHomSurjective σ`.
The scalar-map hypothesis corrects the two `proof_wanted` statements. For example, the injective map `ℤ → ℚ` would otherwise imply that `ℤ` is semisimple as a `ℤ`-module.
---
The code, the testing, and this description were prepared with the help of an AI coding assistant.
|
LLM-generated
new-contributor
file-removed
t-ring-theory
|
31/30 |
Mathlib/LinearAlgebra/Isomorphisms.lean,Mathlib/LinearAlgebra/Quotient/Basic.lean,Mathlib/RingTheory/SimpleModule/Basic.lean,Wanted.lean,Wanted/RingTheory/SimpleModule/Basic.lean |
5 |
9 |
['github-actions', 'tb65536', 'vincentqb'] |
nobody |
5-62374 5 days ago |
5-65027 5 days ago |
6-86183 6 days |
0 |
| 42051 |
vihdzp author:vihdzp |
feat: lemmas relating `smallInductiveDimension` and `ZeroDimensionalSpace` |
---
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- [x] depends on: #40879
- [x] depends on: #40901
[](https://gitpod.io/from-referrer/)
|
t-topology |
15/0 |
Mathlib/Topology/InductiveDimension/Functions.lean |
1 |
3 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
5-58195 5 days ago |
5-58856 5 days ago |
5-60849 5 days |
0 |
| 44320 |
tb65536 author:tb65536 |
feat(Analysis/Normed/Unbundled/IsPowMulTrivial): triviality of power-multiplicative norms over a trivially normed field |
This is used in #42985 to generalize uniqueness of power-multiplicative norms from `NontriviallyNormedField` to `NormedField`.
---
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|
t-analysis |
62/0 |
Mathlib.lean,Mathlib/Analysis/Normed/Unbundled/IsPowMulTrivial.lean |
2 |
4 |
['eric-wieser', 'github-actions', 'tb65536', 'themathqueen'] |
nobody |
5-58070 5 days ago |
6-76348 6 days ago |
14-84069 14 days |
2 |
| 44627 |
vihdzp author:vihdzp |
chore: additivize the profinite completion |
The plan is to use this to define `ZHat` as the profinite completion of `ℤ`.
---
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- [x] depends on: #44266
|
t-algebra label:t-algebra$ |
23/13 |
Mathlib/Topology/Algebra/Category/ProfiniteGrp/Completion.lean,Mathlib/Topology/Algebra/Category/ProfiniteGrp/Limits.lean |
2 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
5-55820 5 days ago |
6-443 6 days ago |
6-1462 6 days |
1 |
| 42365 |
hawkrobe author:hawkrobe |
feat(LinearAlgebra/TensorProduct): tensor product of graded modules is graded |
---
Split from #39849, also a first step toward the TODO in `LinearAlgebra/TensorProduct/Graded/Internal.lean` (the tensor product of graded algebras is graded.) I tried to model it after [AddMonoidAlgebra.gradeBy](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Algebra/MonoidAlgebra/Grading.html#AddMonoidAlgebra.gradeBy).
[](https://gitpod.io/from-referrer/)
|
t-algebra
new-contributor
label:t-algebra$ |
158/0 |
Mathlib/Data/DFinsupp/Defs.lean,Mathlib/LinearAlgebra/TensorProduct/Decomposition.lean,Mathlib/LinearAlgebra/TensorProduct/Map.lean |
3 |
2 |
['github-actions'] |
ocfnash assignee:ocfnash |
5-46590 5 days ago |
57-66045 57 days ago |
72-59317 72 days |
2 |
| 43758 |
joelcanary author:joelcanary |
feat(NumberTheory/ArithmeticFunction): the Redheffer determinant equals the Mertens function |
This PR adds the zeta (divisibility) matrix, the Redheffer matrix and the Mertens function, and proves **Redheffer's theorem** (1977): the determinant of the `(n+1) × (n+1)` Redheffer matrix equals the Mertens function `M(n+1) = ∑_{k ≤ n+1} μ(k)`.
In `Mathlib/NumberTheory/ArithmeticFunction/Moebius.lean`:
- `ArithmeticFunction.sum_divisors_moebius (k) : ∑ d ∈ k.divisors, μ d = if k = 1 then 1 else 0`, the pointwise form of `moebius_mul_coe_zeta`.
New file `Mathlib/NumberTheory/ArithmeticFunction/Redheffer.lean`:
- `ArithmeticFunction.mertens : ArithmeticFunction ℤ`, the summatory function of `μ`, with `mertens_apply : mertens n = ∑ k ∈ Icc 1 n, μ k`, `mertens_one`, `mertens_add_one` and `mertens_eq_sum_fin` (the `0`-based form `∑ i : Fin n, μ (i + 1)` used on the matrix side);
- `Matrix.zetaMatrix R n : Matrix (Fin n) (Fin n) R` for any `R` with `0` and `1` (entry `1` iff `i + 1 ∣ j + 1`), with `zetaMatrix_apply` (simp), `zetaMatrix_isUpperTriangular` and, for `CommRing R`, `det_zetaMatrix : det = 1`;
- `Matrix.redheffer R n` (the zeta matrix with its first column set to ones), with `redheffer_apply` (simp) and `redheffer_eq_updateCol`;
- `Matrix.det_redheffer (n) : (redheffer R (n + 1)).det = mertens (n + 1)` for any `CommRing R` (with `mertens` cast into `R`);
- `Nat.sum_fin_dvd_eq_sum_divisors`, the reindexing `∑ x : Fin n, (if x + 1 ∣ m then f (x + 1) else 0) = ∑ d ∈ m.divisors, f d` for `0 < m ≤ n`, which is what turns the matrix product into a divisor sum.
Proof sketch: by linearity of `det` in the first column, `det (redheffer R (n+1)) = det (zetaMatrix R (n+1)) + det (zetaMatrix with first column (0,1,…,1))`. The first term is `1`; by Cramer's rule (`det_smul_inv_mulVec_eq_cramer`) the second is the first row of the inverse of the zeta matrix dotted with `(0,1,…,1)`, and that row is `(μ 1, …, μ (n+1))` because `μ * ζ = 1` (`moebius_mul_coe_zeta`, via `sum_divisors_moebius`). The remaining sum `μ 2 + ⋯ + μ (n+1)` is `mertens (n+1) - 1`.
The ring `R` is an explicit argument of `zetaMatrix` and `redheffer` since nothing else determines it. Neither the Mertens function nor the Redheffer matrix currently appear in Mathlib. The new file imports only `LinearAlgebra.Matrix.Block` and `NumberTheory.ArithmeticFunction.Moebius`. Reference added to `docs/references.bib` (`redheffer1977`).
AI use: the Lean code and this description were written with an AI agent (Claude) under my direction, from a proof in my own project; I reviewed every declaration, and the branch was checked locally with `lake build`, `lake exe lint-style` and `lake exe runLinter` before each push. |
t-number-theory
new-contributor
LLM-generated
|
236/0 |
Mathlib.lean,Mathlib/NumberTheory/ArithmeticFunction/Moebius.lean,Mathlib/NumberTheory/ArithmeticFunction/Redheffer.lean,docs/references.bib |
4 |
15 |
['Parcly-Taxel', 'github-actions', 'joelcanary', 'wwylele'] |
MichaelStollBayreuth assignee:MichaelStollBayreuth |
5-46586 5 days ago |
26-9924 26 days ago |
31-69996 31 days |
2 |
| 44462 |
wwylele author:wwylele |
feat(Geometry/Euclidean): the corner simplex |
This is working towards #44252 to connect `Simplex.volume` and `Orientation.volumeForm` for arbitrary simplex. The idea is that for the model simplex, namely `cornerSimplex` spanned by the standard Euclidean space basis, it is easy to calculate both `Simplex.volume` and `Orientation.volumeForm`. Then they can be transferred to arbitrary simplex by a affine map. This PR introduces every thing about the corner simplex before the part that touches `Affine.Simplex.volume`.
---
This is similar to the object in #40479, but I dislike the name there, and that PR has gone stale due to its deprecated dependencies. I also intentionally made this less general (instead of the corner simplex from any orthonormal basis, this one is only defined in `EuclideanSpace`). This makes the formulation of "a face of `cornerSimplex` is another `cornerSimplex`" more straightforward, as it simply corresponds to the index change in `EuclideanSpace`
That being sad, I am open to major changes such as
- If it is desired to generalize corner simplex to any orthonormal basis in any inner product space, I can certainly do that. (Alternatively, we can review #40479 and get it over the line)
- If there is a more elegant way to prove the main theorem in #44252 without corner simplex, I can also do that.
- Naming
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- [ ] depends on: #44340
- [ ] depends on: #44463 |
t-euclidean-geometry |
139/0 |
Mathlib.lean,Mathlib/Geometry/Euclidean/CornerSimplex.lean |
2 |
7 |
['copilot-pull-request-reviewer', 'github-actions', 'mathlib-dependent-issues', 'wwylele'] |
jsm28 assignee:jsm28 |
5-46583 5 days ago |
6-45615 6 days ago |
6-48714 6 days |
1 |
| 38478 |
dagurtomas author:dagurtomas |
feat(Tactic/CategoryTheory): op attribute |
Adding `@[op]` to a lemma named `H` of shape `∀ .., f = g`, where `f` and `g` are morphisms
in some category `C`, creates a new lemma named `H_op` by applying `Quiver.Hom.op` to both sides
and then simplifying with `simp only [op_comp, op_id]`.
This PR also adds `op_of%`, and adjusts `@[map]` so that `@[op (attr := map)]` works for
equalities of morphisms in opposite categories.
---
- [x] depends on: #37183
[](https://gitpod.io/from-referrer/)
|
LLM-generated
t-category-theory
t-meta
|
333/0 |
Mathlib.lean,Mathlib/Tactic.lean,Mathlib/Tactic/CategoryTheory/Op.lean,MathlibTest/CategoryTheory/Op.lean,MathlibTest/CategoryTheory/OpNormalization.lean |
5 |
8 |
['chrisflav', 'dagurtomas', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'robin-carlier'] |
nobody |
5-45683 5 days ago |
28-22226 28 days ago |
28-26488 28 days |
0 |
| 44511 |
eric-wieser author:eric-wieser |
chore: more filter generalizations in tsum/tprod lemmas |
The new statements are syntactically more general than the old ones.
---
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|
t-topology
easy
|
30/18 |
Mathlib/MeasureTheory/Function/SimpleFunc.lean,Mathlib/MeasureTheory/Integral/Lebesgue/Basic.lean,Mathlib/MeasureTheory/Integral/Lebesgue/Countable.lean,Mathlib/Topology/Algebra/InfiniteSum/Basic.lean |
4 |
1 |
['github-actions'] |
nobody |
5-44434 5 days ago |
8-24594 8 days ago |
8-31205 8 days |
0 |
| 43418 |
aimmerwahr author:aimmerwahr |
feat(RingTheory): prove `comap_ringConGen_equiv` (`proof_wanted`) |
Prove that `(ringConGen r).comap f = ringConGen (r on f)` for an EquivLike as stated in proof_wanted.
I rearranged the parameter order (and dropped `[FunLike F R' R]`) from the original proof_wanted statement, since EquivLike already gives a FunLike and having repeated FunLike (that are not definitionally equal) makes instance resolution impossible.
This is essentially the same proof as the previous ring equivalence version (pulling back the RingCon by f inverse and then by f), with comap spelled out explicitly.
AI usage: Everything is proved by hand. I then worked with AI to review and simplify the code.
Thanks to @pepamontero for suggesting a better formulation! |
file-removed
t-ring-theory
new-contributor
easy
tech debt
|
18/36 |
Mathlib/LinearAlgebra/FreeProduct/Basic.lean,Mathlib/RingTheory/Congruence/Basic.lean,Wanted.lean,Wanted/RingTheory/Congruence/Basic.lean |
4 |
22 |
['aimmerwahr', 'eric-wieser', 'github-actions', 'ocfnash', 'pepamontero'] |
nobody |
5-38112 5 days ago |
5-39795 5 days ago |
38-76628 38 days |
0 |
| 44603 |
marcelolynch author:marcelolynch |
ci: run independent build-pipeline steps in parallel |
This PR runs independent steps of `build_template.yml` at the same time, with the Actions parallel-steps feature. The feature needs runner 2.335.0 or later. The self-hosted fleet runs 2.336.0 and 2.337.0.
- `build`: the library build runs next to the Mathlib staging. The noisy-output check runs next to the library stagings.
- `upload_cache`: the artifact download runs in the background while the cache tool builds.
- `post_steps`: the declaration dump runs in the background while the other checks run.
A/B runs on `ci-dev` branches:
| Job | Stock | This PR |
|---|---|---|
| Build tail, small change | 43 s | 22 s |
| Build tail, large change | 226 s | 169 s |
| Upload to cache | 88 / 65 / 96 s | 59 / 57 / 61 s |
| Post-Build | 375 / 342 / 351 s | 315 / 276 / 229 s |
In the Build rows, this PR ran on a 16-vCPU host and stock on a 32-vCPU host. On 262 recent PR runs, the estimated median saving is 72 s per run.
A failed step has the same effect as in the sequential template, with one difference: when the noisy-output check fails, the library stagings in its group still finish. actionlint does not know the new keys yet, so `actionlint.yml` ignores those messages until rhysd/actionlint#694 ships.
Runs (stock / this PR): [37840617714](https://github.com/leanprover-community/mathlib4/actions/runs/37840617714) / [37840622483](https://github.com/leanprover-community/mathlib4/actions/runs/37840622483), [37840939258](https://github.com/leanprover-community/mathlib4/actions/runs/37840939258) / [37840944410](https://github.com/leanprover-community/mathlib4/actions/runs/37840944410), [37632668327](https://github.com/leanprover-community/mathlib4/actions/runs/37632668327) / [37632701350](https://github.com/leanprover-community/mathlib4/actions/runs/37632701350). Failure path: [37643687235](https://github.com/leanprover-community/mathlib4/actions/runs/37643687235).
🤖
|
CI |
157/124 |
.github/workflows/actionlint.yml,.github/workflows/build_template.yml |
2 |
1 |
['github-actions'] |
nobody |
5-28392 5 days ago |
5-28392 5 days ago |
5-42168 5 days |
0 |
| 44431 |
paulcadman author:paulcadman |
feat(Tactic/Hessenberg): an algorithm that computes the characteristic polynomial of an Hessenberg matrix |
add an algorithm that computes the characteristic polynomial of an upper Hessenberg matrix from the characteristic polynomials or its leading principal submatrices.
Main definitions / theorems added:
* `Matrix.toArray` - constructs the array of entries of a matrix in row-major ordering.
* Mathlib.Tactic.Hessenberg.hessCharPoly` - the Hessenberg characteristic polynomial algorithm in `R[X]`
* `Mathlib.Tactic.Hessenberg.charpoly_eq_hessCharPoly` - a proof that the Hessenberg characteristic algorithm computes `Matrix.charpoly`.
* `Mathlib.Tactic.Hessenberg.coeffHessCharPoly` - the Hessenberg characteristic polynomial algorithm stated for Polynomial coefficient lists (see #44430). This is more efficient for the kernel to check.
* `Mathlib.Tactic.Hessenberg.hessCharPoly_eq_ofCoeffs` - a proof that the Hessenberg characteristic algorithm on `R[X]` and on coefficient lists compute the same thing.
* `Mathlib.Tactic.Hessenberg.charpoly_eq_ofCoeffs` - the theorem connecting the `Hessenberg.Similarity` certificate to `Matrix.charpoly` via the coefficient list algorithm.
---
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This PR also removes the HessenbergSimilarity test file containing non-tactic tests that I added in #4384.
- [ ] depends on: #44430
- [ ] depends on: #43840
|
file-removed |
506/61 |
Mathlib.lean,Mathlib/LinearAlgebra/Matrix/Defs.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Hessenberg/CharPoly.lean,Mathlib/Tactic/Hessenberg/Coeffs.lean,Mathlib/Tactic/Hessenberg/Lemmas.lean,Mathlib/Tactic/Hessenberg/Recurrence.lean,MathlibTest/HessenbergSimilarity.lean,docs/references.bib |
9 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
5-15031 5 days ago |
6-8008 6 days ago |
6-8630 6 days |
2 |
| 40302 |
xroblot author:xroblot |
feat(Data/Nat/Digits): add digitsAppend API lemmas and List.mapIdx_replicate |
Adds some lemmas about `Nat.digitsAppend` and `List.mapIdx_replicate`:
These complete the basic API around `Nat.digitsAppend` (already in Mathlib) that is needed downstream to relate it to `Nat.digits` and to sums indexed via `List.mapIdx`.
:robot: This PR was extracted from the [SKW project](https://github.com/xroblot/SKW) by Claude. |
t-data |
55/0 |
Mathlib/Data/List/Indexes.lean,Mathlib/Data/Nat/Digits/Lemmas.lean |
2 |
11 |
['BoltonBailey', 'github-actions', 'mathlib-merge-conflicts', 'xroblot'] |
eric-wieser assignee:eric-wieser |
5-11962 5 days ago |
16-25260 16 days ago |
127-7677 127 days |
0 |
| 43981 |
plp127 author:plp127 |
fix: setting `pp.mdata` to true breaks `@[pp_with_univ]` |
This PR fixes an issue where turning on `pp.mdata` causes constants tagged with `@[pp_with_univ]` to print as
```
[mdata pp.universes:true]
[mdata pp.universes:true]
[mdata pp.universes:true]
[mdata pp.universes:true]
[mdata pp.universes:true]
[mdata pp.universes:true] [mdata pp.universes:true] [mdata pp.universes:true] [mdata pp.universes:true] ⋯
```
When `pp.mdata` is set to true, expressions with mdata are printed by first printing the mdata and the printing the bare expression underneath. This breaks `@[pp_with_univ]` which works by applying mdata setting `pp.universes` to true onto the constant name, and then redelaborating the new expression containing mdata. This causes an infinite loop the the delaborator since `@[pp_with_univ]` applies the mdata, and then since `pp.mdata` is true the mdata is removed before delaborating the constant, which then has mdata applied again, and so on. We fix the issue by instead having the implementation of `@[pp_with_univ]` directly set the `pp.universes` option, instead of delegating it to `delabMData` with a metadata.
---
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any "Co-authored-by" lines) using the following format:
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- Vector.* -> List.Vector.*
- ...
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- Nat.bit1_add_bit1
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[](https://gitpod.io/from-referrer/)
|
t-meta
maintainer-merge
|
63/6 |
Mathlib/Tactic/PPWithUniv.lean,MathlibTest/Delab/PPWithUniv.lean |
2 |
10 |
['JovanGerb', 'github-actions', 'joneugster', 'plp127'] |
joneugster assignee:joneugster |
5-9319 5 days ago |
5-13219 5 days ago |
19-57830 19 days |
0 |
| 43183 |
BorisTheBrave author:BorisTheBrave |
fix(Tactic/Linarith): carry `!` and the configuration into `linarith?… |
`linarith?` uses the same configuration as `linarith`,
but previously printed a bare `linarith only [...]` suggestion regardless
of the configuration.
Now all config options except `minimize` are carried into the suggestion.
---
Note: #42588 has a [test](https://github.com/leanprover-community/mathlib4/pull/42588/files#diff-3657543f804f0a57e384f6a9338cc53803a50bebdfb16c1ecd0b514f3fda332fR863) that
unintentionally highlights the problem:
```lean
/--
info: Try this:
[apply] linarith only [hne, hle]
-/
#guard_msgs in
example (a b : ℚ) (hne : a ≠ b) (hle : a ≥ b) (junk : (0:ℚ) < 1) : b < a := by
linarith? +splitNe
```
This suggestion doesn't actually close the proof.
It should suggest `linarith +splitNE only [hne, hle]`.
Should we be using `says` syntax for these tests? I'm unclear on the rule here.
Note: `simp?` has very similar code, `filterSuggestionsAndLocalsFromSimpConfig`, that this PR was modelled after.
AI disclosure:
Claude Code (Fable) first flagged this problem to me, and wrote the first draft. I
made some tweaks to better fit mathlib's style, and wrote all the prose.
[](https://gitpod.io/from-referrer/) |
t-meta
new-contributor
maintainer-merge
|
68/6 |
Mathlib/Tactic/Linarith/Frontend.lean,MathlibTest/Tactic/Linarith/Basic.lean |
2 |
18 |
['BorisTheBrave', 'JovanGerb', 'github-actions', 'joneugster', 'sharky564'] |
joneugster assignee:joneugster |
5-6389 5 days ago |
40-13756 40 days ago |
47-11641 47 days |
0 |
| 44532 |
SnirBroshi author:SnirBroshi |
doc(1000-yaml): clarify ambiguous titles, add new items, fix formatting |
- Added "(subject)" to titles which appear multiple times
(e.g. "Euler's theorem" → "Euler's theorem (number theory)" and "Euler's theorem (differential geometry)")
- "Gentzen's consistency proof" was added in https://github.com/1000-plus/1000-plus.github.io/pull/36
- "Determination of the fifth Busy Beaver value" was added in https://github.com/1000-plus/1000-plus.github.io/pull/46
- The ID of "Lamé’s theorem" was changed in https://github.com/1000-plus/1000-plus.github.io/pull/39
- Moved "Bézout's identity" to keep the list sorted by the ID
- Fix formatting
---
In case you're wondering about `comment`s not being quoted (like `title`s), I've checked with the same way these are parsed by CI (PyYAML's `yaml.safe_load()`) that they're parsed the same way with and without quotes. A couple of `comment`s still have quotes because they need them.
btw "Bézout's identity" isn't in the [website](https://1000-plus.github.io/all) (only "Bézout's theorem", which is a different item) but it is in the yaml, and AFAICT the intention was to PR it to the list since it's in [Wikipedia's list](https://en.wikipedia.org/wiki/List_of_theorems), so I didn't delete it. See the PR description of #21926.
(if we do PR it, I think [this](https://github.com/1000-plus/1000-plus.github.io/blob/8e04b97dd24adc6e931be78a884da7e935bc8780/sync_mathlib_data.py#L374-L377) can be deleted)
<!-- Your PR title will become the first line of the commit message.
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|
documentation
maintainer-merge
|
81/79 |
docs/100.yaml,docs/1000.yaml |
2 |
6 |
['SnirBroshi', 'github-actions', 'grunweg', 'joneugster'] |
nobody |
5-3734 5 days ago |
8-42638 8 days ago |
8-42303 8 days |
0 |
| 44361 |
JovanGerb author:JovanGerb |
chore(Algebra/Homology/ShortComplex): remove many backward options |
This PR removes almost all uses of `backward.isDefEq.respectTransparency` from `Algebra/Homology/ShortComplex` by marking definitions `@[implicit_reducible]` appropriately.
---
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|
tech debt |
115/309 |
Mathlib/Algebra/Homology/ShortComplex/Ab.lean,Mathlib/Algebra/Homology/ShortComplex/Basic.lean,Mathlib/Algebra/Homology/ShortComplex/Exact.lean,Mathlib/Algebra/Homology/ShortComplex/HomologicalComplex.lean,Mathlib/Algebra/Homology/ShortComplex/Homology.lean,Mathlib/Algebra/Homology/ShortComplex/LeftHomology.lean,Mathlib/Algebra/Homology/ShortComplex/Limits.lean,Mathlib/Algebra/Homology/ShortComplex/Preadditive.lean,Mathlib/Algebra/Homology/ShortComplex/PreservesHomology.lean,Mathlib/Algebra/Homology/ShortComplex/RightHomology.lean,Mathlib/Algebra/Homology/ShortComplex/SnakeLemma.lean,Mathlib/CategoryTheory/Abelian/Refinements.lean,Mathlib/CategoryTheory/Limits/Cones.lean,Mathlib/CategoryTheory/Limits/IsLimit.lean,Mathlib/CategoryTheory/Limits/Shapes/Kernels.lean |
15 |
7 |
['JovanGerb', 'github-actions', 'joelriou', 'leanprover-radar', 'robin-carlier'] |
nobody |
5-3235 5 days ago |
13-85626 13 days ago |
13-85291 13 days |
0 |
| 39875 |
mkaratarakis author:mkaratarakis |
refactor(NumberField/House): expose Siegel lemma infrastructure |
Add new theorems for house of algebraic integer, expose Siegel's lemma infrastructure and rename the private basis-matrix bound to `basisMatrixInvSupNorm`, make `house` reducible, and adjust `exists_ne_zero_int_vec_house_le`. This changes are required for #39874.
---
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[](https://gitpod.io/from-referrer/) |
|
62/32 |
Mathlib/NumberTheory/NumberField/House.lean |
1 |
7 |
['github-actions', 'mathlib-merge-conflicts', 'mkaratarakis', 'tb65536'] |
nobody |
5-2954 5 days ago |
34-50062 34 days ago |
98-15104 98 days |
5 |
| 44414 |
kim-em author:kim-em |
ci: report declarations moving into or out of meta in the declarations diff |
This PR makes the post-build declarations diff report declarations whose `meta` marking changed. The build passes `--meta-out meta_decls.txt` to the declaration dumper, uploads the file with the `import-graph` artifact, and `decls-diff.yml` passes both sides' files to the `decls-diff` action.
The `--meta-out` flag and the action inputs come from https://github.com/leanprover-community/mathlib-ci/pull/83 "feat: report declarations moving into or out of meta in the declarations diff". Until that lands and the pinned `mathlib-ci` ref is bumped, the build detects that the dumper lacks the flag and skips the dump, so this PR is safe to merge in either order. Master artifacts built before this change have no `meta_decls.txt`; for PRs whose merge-base predates it, the diff notes that `meta` changes are unavailable.
Motivated by https://leanprover.zulipchat.com/#narrow/channel/180721-mathlib-maintainers/topic/ensuring.20.60import.20Mathlib.60.20doesn.27t.20expose.20Lean.20internals/near/627447584
🤖 Prepared with Claude Code |
CI
maintainer-merge
|
18/3 |
.github/workflows/build_template.yml,.github/workflows/decls-diff.yml |
2 |
2 |
['github-actions', 'joneugster'] |
nobody |
5-1737 5 days ago |
12-24605 12 days ago |
12-24270 12 days |
0 |
| 43079 |
Parcly-Taxel author:Parcly-Taxel |
chore: rename underscore defs in `JacobiTheta.Bounds` |
In the `HurwitzKernelBounds` namespace:
* `f_nat, g_nat, F_nat -> f, g, F`
* `f_int, F_int -> fZ, FZ` |
t-number-theory
tech debt
|
111/93 |
Mathlib/NumberTheory/LSeries/HurwitzZetaEven.lean,Mathlib/NumberTheory/LSeries/HurwitzZetaOdd.lean,Mathlib/NumberTheory/ModularForms/JacobiTheta/Bounds.lean |
3 |
4 |
['Parcly-Taxel', 'github-actions', 'jcommelin', 'mathlib-merge-conflicts'] |
nobody |
5-1365 5 days ago |
5-2396 5 days ago |
51-29303 51 days |
0 |
| 43220 |
wwylele author:wwylele |
refactor(Combinatorics/Partition): eliminate T2Space requirement from generating function |
Previously, the key lemma in this file had the shape `HasProd (fun i ↦ 1 + ∑' j, f (i + 1) (j + 1) • X ^ ((i + 1) * (j + 1))) (genFun f)`, which has a nested infinite sum inside the infinite prod. As a result, all related lemma needed T2Space when it doesn't have to. The new formulation extract the inner sum into a power series definition `genFunFactor` that works in general topological space, eliminating `T2Space` for the `HasProd`/`HasSum` lemma.
The old formula is kept under the name `hasProd_genFun'`. This is still used in the downstream file `Glaisher.lean`. To reduce the code change size, the refactor in `Glaisher.lean` is deferred to a future PR
---
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- Nat.bit1_add_bit1
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-->
[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
96/79 |
Mathlib/Combinatorics/Enumerative/Partition/Basic.lean,Mathlib/Combinatorics/Enumerative/Partition/GenFun.lean,Mathlib/Combinatorics/Enumerative/Partition/Glaisher.lean |
3 |
3 |
['copilot-pull-request-reviewer', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
5-614 5 days ago |
5-2547 5 days ago |
45-42400 45 days |
1 |
| 44275 |
seewoo5 author:seewoo5 |
feat(FourierTransform): linear equivariance |
---
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Linear equivariance of Fourier transform: `𝓕 (f ∘ A) w = |A.toLinearMap.det|⁻¹ • 𝓕 f (A.symm.adjoint w)`. Proof is essentially by change of variable. Originally written by Opus 5, with additional golfs by myself.
This was formalized while I was refactoring OpenAI's formalization on Cohn-Elkies bound and its optimal exponent. Note that one can generalize further (actually without much effort) to the case where the domain and codomain of `A` are different, by replacing determinant with [`LinearMap.normDet`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Analysis/InnerProductSpace/NormDet.html#LinearMap.normDet). But it seems that this would add a lot imports, and I may had to make a separate file (something like `Fourier/Linear.lean`?), but I'm not sure if this is a good idea. The general version can be found [here](https://github.com/seewoo5/cohn-elkies-refactor/blob/b5165ff7049114ce2c551f15b8c75d4aca5ab850/CohnElkiesForMathlib/Analysis/Fourier/FourierTransform.lean#L30). |
t-analysis
LLM-generated
|
20/3 |
Mathlib/Analysis/Fourier/FourierTransform.lean |
1 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
4-85916 4 days ago |
5-236 4 days ago |
16-16843 16 days |
0 |
| 44323 |
marcelolynch author:marcelolynch |
chore(Init): stop setting a default library suggestions engine |
This PR removes `public import Lean.LibrarySuggestions.Default` from `Mathlib.Init`. Thus Mathlib no longer sets a default library suggestions engine. Since leanprover/lean4#15159, the default engine builds its index on the first query in each process, and with `import Mathlib` this takes minutes. The Lean maintainers consider the feature unused.
Without an engine, the `+suggestions` modes of `grind`, `simp?`, `simp_all?` and `solve_by_elim` fail until the file adds `import Lean.LibrarySuggestions.Default` or `set_library_suggestions`. `try?` continues to work.
The PR also removes the outdated `set_library_suggestions` override from `MathlibTest/RegisterTryTactic.lean`, and replaces the `grind +suggestions` docstring examples with `grind`. `Mathlib.Tactic.DuplicateDecls` now imports `Lean.Meta.CompletionName` directly.
Discussion: [#lean4 > lean4#15159 causes significant regression in MathlibTests](https://leanprover.zulipchat.com/#narrow/channel/270676-lean4/topic/lean4.2315159.20causes.20significant.20regression.20in.20MathlibTests)
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-meta
LLM-generated
maintainer-merge
|
4/10 |
Mathlib/Init.lean,Mathlib/Tactic/DuplicateDecls.lean,Mathlib/Tactic/TacticAnalysis/Declarations.lean,MathlibTest/RegisterTryTactic.lean |
4 |
5 |
['JovanGerb', 'github-actions', 'joneugster', 'leanprover-radar'] |
nobody |
4-85565 4 days ago |
14-77575 14 days ago |
14-77240 14 days |
0 |
| 44306 |
grunweg author:grunweg |
chore: rename check_title_labels in kebap-case |
This matches general conventions for such tools, as discussed on Zulip: https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Naming.20convention/near/451072858
---
<!-- Your PR title will become the first line of the commit message.
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|
CI
maintainer-merge
|
71/4 |
.github/workflows/build_template.yml,.github/workflows/check_pr_titles.yaml,lakefile.lean,scripts/README.md,scripts/check-title-labels.lean,scripts/check_title_labels.lean |
6 |
23 |
['Vierkantor', 'github-actions', 'grunweg', 'joneugster', 'marcelolynch', 'mathlib-bors'] |
nobody |
4-82718 4 days ago |
14-55125 14 days ago |
14-56958 14 days |
0 |
| 44122 |
joelcanary author:joelcanary |
feat(NumberTheory/LegendreSymbol): the quadratic character sum along … |
…an odd function vanishes
If `-1` is not a square in a finite field `F`, then for every odd `f : F → F` the sum `∑ x, quadraticChar F (f x)` is zero: reindexing by the involution `x ↦ -x` turns the sum into `quadraticChar F (-1)` times itself, so it equals its own negative.
Stated next to `quadraticChar_sum_zero`, which is the sum of the character over the whole field. `Function.Odd` is the predicate already in Mathlib; importing `Mathlib.Algebra.Group.EvenFunction` for it adds no module to the transitive closure (it was already reachable through `Mathlib.Data.ZMod.Basic`), the direct import only brings the name into scope.
---
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-->
|
t-number-theory
new-contributor
LLM-generated
|
16/0 |
Mathlib/NumberTheory/LegendreSymbol/QuadraticChar/Basic.lean |
1 |
6 |
['github-actions', 'joelcanary', 'mathlib-merge-conflicts', 'wwylele'] |
nobody |
4-82673 4 days ago |
4-84927 4 days ago |
20-83526 20 days |
0 |
| 44283 |
xroblot author:xroblot |
feat(NumberTheory/RamificationInertia): degrees of decomposition and inertia rings |
Let `B` be an extension of a ring `A` with Galois group `G`, let `P` be a prime ideal of `B` lying over a prime ideal `p` of `A`, and let `R`, `R'` be a decomposition ring and an inertia ring of `P`. This PR computes the degrees in the tower `A ⊆ R ⊆ R' ⊆ B` in terms of the ramification index of `p` in `B`, its inertia degree and the number of prime ideals of `B` lying over `p`.
Prepared with Claude Code 🤖
---
- [x] depends on: #44282
|
t-number-theory |
77/1 |
Mathlib/NumberTheory/RamificationInertia/HilbertTheory.lean |
1 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
4-82364 4 days ago |
10-1343 10 days ago |
10-1354 10 days |
8 |
| 30109 |
scholzhannah author:scholzhannah |
feat: the subcomplexes of a (relative classical) CW complex form a completely distributive lattice |
In this PR we prove that the space of subcomplexes `Subcomplex C` of a (relative classical) CW complex `C` is a `CompletelyDistribLattice`.
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|
t-topology |
313/0 |
Mathlib/Topology/CWComplex/Classical/Subcomplex.lean |
1 |
32 |
['ADedecker', 'felixpernegger', 'github-actions', 'j-loreaux', 'mathlib-merge-conflicts', 'scholzhannah', 'themathqueen'] |
ocfnash assignee:ocfnash |
4-81313 4 days ago |
42-78819 42 days ago |
151-80767 151 days |
0 |
| 43868 |
JovanGerb author:JovanGerb |
feat(ClickSuggestions): suggest normalizing tactics |
This PR extends `#click_suggestions` with a new feature: suggestions for normalization tactics like `simp` and `ring_nf`.
We dedicate a single thread for this, and leave the other threads to do the rest of the `#click_suggestions` computations. The results are shown as soon as they are ready, so if one tactic takes a long time to evaluate, the ones that were evaluated before that are already shown.
In order to keep `#click_suggestions` low in the import hierarchy, I implemented an extensible mechanism, and use that to register more import-heavy tactics like `ring_nf`.
When a subexpression is selected, `conv` is used to zoom in to that expression, so that the normalization is localized. Some tactics do not currently have a `conv` variant. In that case we don't use `conv`, which I think is perfectly fine.
This PR also comes with some improvements to the frontend:
- Instead of every button containing the text `[apply]`, it will now show the name of the tactic: this can be `[apply]`, `[rw]` or `[grw]`, and similarly for normalization tactics, e.g. `[simp]` or `[ring_nf]`.
- The title of each section now doesn't anymore say the name of the tactic, but instead it says "Pattern" followed by the pattern that that section matches with. It already used to be like this in `rw??`, and I think this makes it clearer that this expression is a pattern. All the section titles are now capitalized. See also #43842 which makes a related change.
- If a suggestion solves the goal, then the button is prefixed with the :tada: emoji.
Some notes about the supported tactics:
- `push +distrib Not` is only suggested if it acts differently from `push Not`
- `dsimp` is only suggested if it acts differently from `dsimp only`, and similarly `simp` for `dsimp`.
- `abel_nf` and `noncomm_ring` are not suggested for commutative rings, because then `ring_nf` is better
- `module_nf` is not suggested when the inferred base ring is `Nat` or `Int`, because then `abel_nf` suffices.
- I made the unnatural choice to suggest `norm_num1` instead of `norm_num`. This is because `norm_num` also runs `simp`, and it would be weird to suggest `norm_num` in places where `simp` does the same.
This PR also improves the implementation of `isExplicitEq`. Previously, it would not recurse into binders, and hence declare some expression as not equal when they should be considered equal by it. Previously, this wasn't really an issue, but now it is more relevant because e.g. `norm_cast` can make changes in implicit arguments that are under some binder - I've added a test for this case.
---
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|
t-meta
large-import
|
565/77 |
Mathlib.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Abel.lean,Mathlib/Tactic/ClickSuggestions.lean,Mathlib/Tactic/ClickSuggestions/Apply.lean,Mathlib/Tactic/ClickSuggestions/ApplyAt.lean,Mathlib/Tactic/ClickSuggestions/GRewrite.lean,Mathlib/Tactic/ClickSuggestions/Normalize.lean,Mathlib/Tactic/ClickSuggestions/Rewrite.lean,Mathlib/Tactic/ClickSuggestions/SectionState.lean,Mathlib/Tactic/ClickSuggestions/TryPremises.lean,Mathlib/Tactic/ClickSuggestions/Unfold.lean,Mathlib/Tactic/ClickSuggestions/Util.lean,Mathlib/Tactic/FieldSimp.lean,Mathlib/Tactic/Group.lean,Mathlib/Tactic/ModuleNF.lean,Mathlib/Tactic/NoncommRing.lean,Mathlib/Tactic/NormNum/Core.lean,Mathlib/Tactic/Ring/RingNF.lean,MathlibTest/ClickSuggestions/Normalize.lean,MathlibTest/ClickSuggestions/Test.lean |
21 |
4 |
['JovanGerb', 'github-actions', 'mathlib-merge-conflicts'] |
thorimur assignee:thorimur |
4-79411 4 days ago |
4-84019 4 days ago |
26-26678 26 days |
0 |
| 44496 |
JovanGerb author:JovanGerb |
perf(Linter): combine multiple syntax-based linters |
This PR combines various syntax based linters into a single linter, so that they only need to do one loop through the syntax. This loop though the syntax is designed to be efficient for nodes on which none of the linters are applicable. This is done by using a single `match` on the syntax node kind.
- The loop itself is done in the `CommandElabM` monad, so that messages can be logged directly. It would be marginally faster to do the loop in `StateRefT _ BaseIO`, keeping track of all warnings in some state, and then logging them afterwards. But that is significantly more inconvenient to write.
- There are some more syntax based linters in `Mathlib.Tactic.Linter.DeprecatedSyntax` and `Mathlib.Tactic.Linter.DocString`, but those are left out of this PR for convenience.
---
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|
t-linter
large-import
|
222/254 |
Mathlib.lean,Mathlib/Init.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Basic.lean,Mathlib/Tactic/Linter/AuxLemma.lean,Mathlib/Tactic/Linter/OldObtain.lean,Mathlib/Tactic/Linter/Style.lean,Mathlib/Tactic/Linter/SyntaxBased.lean,MathlibTest/Linter/AuxLemma.lean,MathlibTest/Linter/OldObtain.lean,MathlibTest/Linter/TextBased.lean |
11 |
6 |
['JovanGerb', 'github-actions', 'leanprover-radar', 'mathlib-merge-conflicts'] |
nobody |
4-78985 4 days ago |
4-83876 4 days ago |
9-40460 9 days |
0 |
| 42888 |
forxhunter author:forxhunter |
feat(Combinatorics/SimpleGraph): abstract polymer model and the Kotecký–Preiss criterion |
This PR introduces the abstract polymer model of statistical mechanics and the classical
convergence criteria for its cluster expansion, in
`Mathlib/Combinatorics/SimpleGraph/ClusterExpansion.lean`.
The central object is the partition function over independent subsets of a finite family
`Λ` in a graph `G` of incompatibilities, with activities (weights) `w`:
`G.indepPartitionFunction w Λ = ∑ S ⊆ Λ independent in G, ∏ v ∈ S, w v`
As a graph invariant this is the **multivariate independence polynomial** (the
independent-set polynomial of Scott–Sokal) of the subgraph induced on `Λ`, evaluated at `w`;
in statistical mechanics it is the partition function of the abstract polymer model /
hard-core lattice gas. Mathlib has `SimpleGraph.IsIndepSet` (and `IsNIndepSet`, `indepNum`,
…) but — as far as I can find — no independence polynomial in any form; the definition here
is built directly on `IsIndepSet` and is stated for weights in an arbitrary `CommSemiring`.
Main results:
* `SimpleGraph.indepPartitionFunction_deletion`: the deletion identity
`Z Λ = Z (Λ.erase v) + w v * Z (Λ \ N[v])` (over any `CommSemiring`), the induction
backbone of the whole theory.
* `SimpleGraph.DobrushinCriterion` / `SimpleGraph.KoteckyPreissCriterion`: the two classical
sufficient convergence conditions as `Prop`-valued structures, and
`KoteckyPreissCriterion.toDobrushinCriterion`: KP implies Dobrushin via the explicit
damping ansatz `x v = 1 - exp (-(|w v| * exp (a v)))`.
* `SimpleGraph.DobrushinCriterion.indepPartitionFunction_pos`: **nonvanishing** — for signed
real activities satisfying Dobrushin's condition, `0 < Z Λ` for every finite `Λ`, proved
by a strong induction through the deletion identity (the inductive route of
Bissacot–Fernández–Procacci, J. Stat. Phys. 139 (2010); no analyticity, no cluster
combinatorics), together with one-step and telescoped ratio bounds and the two-sided
log-ratio bound `|log (Z Λ) - log (Z Λ')| ≤ ∑ v ∈ Λ \ Λ', -log (1 - x v)`.
* The finite **Kotecký–Preiss theorem** (Comm. Math. Phys. 103 (1986)) with the classical
constants: `KoteckyPreissCriterion.indepPartitionFunction_pos`,
`exp (-∑ a)`- and `exp (∑ a)`-ratio bounds, and
`|log (Z Λ) - log (Z Λ')| ≤ ∑ v ∈ Λ \ Λ', |w v| * exp (a v) ≤ ∑ v ∈ Λ \ Λ', a v`.
* Also new small API: `SimpleGraph.closedNeighborFinset` (`N[v]` as a `Finset`, which
Mathlib currently lacks), `IsIndepSet.not_adj`, `isIndepSet_coe_iff`, and the
unconditional nonnegative-activity estimates (`one_le_indepPartitionFunction`,
`indepPartitionFunction_le_prod`, monotonicity, domination by absolute activities).
Everything is stated for a locally finite incompatibility graph (`[G.LocallyFinite]`) with
finite volumes `Λ : Finset α`; the infinite-volume statements are exactly the monotone
limits of these and are left for a later PR.
**Motivation.** Cluster/polymer expansions are the workhorse of rigorous statistical
mechanics and constructive quantum field theory — they are the standard tool behind
exponential decay of correlations, uniqueness of Gibbs states, and strong-coupling
expansions in lattice gauge theory. To my knowledge no proof assistant has any of this
material (checked against Lean/Mathlib, Coq, and Isabelle AFP, 2026-08-17). This PR is the
self-contained combinatorial/analytic core, extracted from an ongoing Lean formalization
program in mathematical physics (lattice gauge theory, Osterwalder–Seiler strong-coupling
regime), where these bounds are the engine for decay-of-correlations results. Via
Scott–Sokal (J. Stat. Phys. 118 (2005)), the nonvanishing region of this same polynomial is
also the natural home of the Lovász local lemma / Shearer bound, so the object should be
useful to combinatorics independently of the physics.
References: Kotecký–Preiss 1986; Dobrushin 1996; Fernández–Procacci 2007;
Bissacot–Fernández–Procacci 2010; Scott–Sokal 2005 (LLL connection); Fialho
arXiv:2001.00652 (proof source for the follow-up FP engine).
**Planned follow-up PRs** (material exists and is proved; kept out to keep this PR
reviewable):
1. The Fernández–Procacci criterion (replace `exp` in KP by the local partition function on
`N[v]`) and its convergence engine, via Fialho's minorant-invariant induction
(arXiv:2001.00652) — weaker hypothesis, sharper `(1 + μ)` one-step bound.
2. Certified separations of the criterion hierarchy: Dobrushin strictly weaker than KP, FP
strictly weaker than Dobrushin (quantified over *all* ansatzes), and non-necessity of all
three.
3. Exponential decay of truncated correlations in the walk-distance of the incompatibility
graph, with explicit constants.
4. One-point occupancy (density) bounds under KP.
5. Possibly: the uniform-activity specialization as a univariate `Polynomial`, connecting
to the classical independence polynomial `I(G, x)`.
Naming is up for discussion: `indepPartitionFunction` was chosen to serve both the graph
theory and the statistical mechanics readings; I am happy to rename (e.g. to something
closer to "independence polynomial") or to split the `CommSemiring` definition from the
real-activity engine if reviewers prefer.
**AI disclosure**: this PR was substantially generated with Claude Code (Anthropic) — the
proof scripts, the port to current master, and the deduplication against existing Mathlib
material. It is opened as a **draft** while the human author reviews the content; it will be
marked ready only after that review, per the policy that contributors must understand and be
able to defend AI-assisted contributions. The `LLM-generated` label applies and should be
added by a maintainer.
awaiting-author items (will be resolved before marking ready):
- [x] Author review of the full file per the AI-contribution policy.
- [x] The `Authors:` line is finalized as `Tianyu (forxhunter)`.
- [x] Decide on the final name for `indepPartitionFunction` with reviewers.
|
t-combinatorics
new-contributor
LLM-generated
|
723/0 |
Mathlib.lean,Mathlib/Combinatorics/SimpleGraph/ClusterExpansion.lean |
2 |
3 |
['forxhunter', 'github-actions'] |
nobody |
4-76359 4 days ago |
4-77086 4 days ago |
4-76846 4 days |
0 |
| 44360 |
justus-springer author:justus-springer |
feat(LinearAlgebra/Dimension/DivisionRing): add `finrank_span_eq_finrank_iff` |
This is a criterion for the reverse inequality of `finrank_span_le_finrank` in terms of linearly independent subsets. This criterion will be used in the upcoming lattice refactor, see the [zulip discussion](https://leanprover.zulipchat.com/#narrow/channel/116395-maths/topic/Definitions.20of.20lattices/with/620086310).
As was already noted in the docstring, we also have `Submodule.finrank_span_eq_finrank` which works in a different setting and I don't think one can be deduced from the other. I've moved the docstring note to the new equality lemma.
Co-authored-by: Anouk Brose <aebrose@ucdavis.edu>
- [x] depends on: #44359
---
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- Nat.bit1_add_bit1
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|
t-algebra label:t-algebra$ |
60/8 |
Mathlib/LinearAlgebra/Dimension/DivisionRing.lean |
1 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
4-75426 4 days ago |
13-64291 13 days ago |
13-64830 13 days |
1 |
| 44261 |
javgomzar author:javgomzar |
feat(Algebra/Category/Grp): free functor preserves monomorphisms |
Refactored the proof for AddCommGrpCat, so that it also works in GrpCat.
---
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|
t-algebra
new-contributor
label:t-algebra$ |
18/5 |
Mathlib/Algebra/Category/Grp/Adjunctions.lean |
1 |
15 |
['JX-Mo', 'github-actions', 'javgomzar', 'mathlib-merge-conflicts'] |
nobody |
4-75177 4 days ago |
4-75872 4 days ago |
16-48124 16 days |
0 |
| 42186 |
marcelolynch author:marcelolynch |
refactor(Tactic/Linter/MinImports): make the minImports linter stateful |
This PR rewrites the `minImports` linter as a stateful linter (leanprover/lean4#14357). The linter behavior does not change. The existing tests in `MathlibTest/MinImports.lean` pass without changes. The PR adds one test section that sets `Elab.async true` explicitly: it checks that the linter accumulates imports correctly under parallel elaboration, and that `#import_bumps` keeps parallel elaboration on.
The old implementation kept the cumulative imports in a global `IO.Ref`. The ref is not safe under parallel elaboration. For this reason, `#import_bumps` set `Elab.async false` for the rest of the file. The new implementation keeps the same data in the linter state. The elaborator threads the state through the commands of the file, and the data stays correct under parallel elaboration. `#import_bumps` does not disable `Elab.async` anymore.
Implementation notes:
- The `#reset_min_imports` elaborator does nothing. The linter detects the command syntax and clears its own state. The reset works also when the linter option is off, as before.
- The post phase removes `set_option ... in` prefixes with `withSetOptionIn` from core. leanprover/lean4#14581 generalizes the result type of that function, so it accepts the phase of a stateful linter and not only a `CommandElab`. The generalization ships in v4.34.0-rc1.
- The state type `ImportState` and the linter handle are public. A follow-up can pass the computed import set to the `upstreamableDecl` linter, which computes the same data a second time today.
Measurements on synthetic files (Apple Silicon, 18 cores, medians of 3 runs):
- Proof-heavy file (150 commands, about 120 ms each), linter on: 20.0 s before, 8.8 s after. The old version serialized elaboration of the whole file. The new version keeps elaboration parallel and runs the lint chain next to it.
- The old version with `Elab.async true` emits 123 warning lines instead of the correct 11, because parallel lint tasks race on the ref. The new version emits the correct 11 lines.
- Linter off (2000 trivial commands): the added cost is about 45 microseconds per command.
`registerStatefulLinter` shipped in v4.34.0-rc1
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-linter
LLM-generated
|
149/78 |
Mathlib/Tactic/Linter/MinImports.lean,MathlibTest/MinImports.lean |
2 |
3 |
['JovanGerb', 'github-actions', 'thorimur'] |
thorimur assignee:thorimur |
4-73085 4 days ago |
63-57619 63 days ago |
63-57284 63 days |
1 |
| 43037 |
kim-em author:kim-em |
feat(Tactic/NormNum): add `norm_num_simproc` and use it for `Nat.fib` |
Adds `norm_num_simproc` to share a numerical evaluator between `norm_num` and simproc sets, and uses it to make `Nat.fib` evaluation available to `simp` and `grind`.
```lean
norm_num_simproc [simp, seval] evalNatFib (Nat.fib _) where
eval {_ _} e := ...
```
This declares the simproc `evalNatFib` and the extension `evalNatFib.normNumExt`. The set list defaults to `[simp]`; an explicit list replaces it, with `[]` disabling automatic simproc registration. Both registrations support `local` and `scoped`.
The extension retains recursive operand normalization for direct consumers such as `ring` and `positivity`. `Nat.fib` is a first example: around 30 existing extensions are candidates for conversion, including `Nat.factorial`, `Nat.Prime`, and the Jacobi and Legendre symbols. Each will need its own registration and performance assessment.
:robot: prepared with Codex+Claude
|
t-meta
LLM-generated
|
316/9 |
Mathlib/Tactic/NormNum/Core.lean,Mathlib/Tactic/NormNum/NatFib.lean,MathlibTest/Tactic/NormNum/NatFib.lean,MathlibTest/Tactic/NormNum/SimprocMacro.lean |
4 |
16 |
['JovanGerb', 'github-actions', 'kim-em', 'thorimur'] |
thorimur assignee:thorimur |
4-72993 4 days ago |
21-22013 21 days ago |
53-33851 53 days |
0 |
| 43224 |
joelriou author:joelriou |
feat(Category/Abelian/Injective): interaction between `InjectiveResolution.extMk` and the connecting morphism |
Given a short exact sequence `0 → X₁ → X₂ → X₃ → 0` and an injective resolution `R` of an object `Y`, we give a concrete computation of the connecting homomorphism $$Ext^n(X_1, Y) \to Ext^{n + 1}(X_3, Y)$$.
---
- [x] depends on: #43492
- [x] depends on: #43086
- [x] depends on: #43089
- [x] depends on: #43103
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|
tech debt
t-category-theory
|
199/30 |
Mathlib/Algebra/Homology/DerivedCategory/Ext/Map.lean,Mathlib/Algebra/Homology/DerivedCategory/SingleTriangle.lean,Mathlib/Algebra/Homology/DerivedCategory/SmallShiftedHom.lean,Mathlib/Algebra/Homology/HomotopyCategory/HomComplex.lean,Mathlib/Algebra/Homology/HomotopyCategory/HomComplexShift.lean,Mathlib/Algebra/Homology/HomotopyCategory/HomComplexSingle.lean,Mathlib/Algebra/Homology/HomotopyCategory/Pretriangulated.lean,Mathlib/Algebra/Homology/ShortComplex/Basic.lean,Mathlib/CategoryTheory/Abelian/Injective/Ext.lean,Mathlib/CategoryTheory/Shift/Basic.lean,Mathlib/CategoryTheory/Shift/ShiftedHom.lean |
11 |
11 |
['Multramate', 'github-actions', 'joelriou', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'robin-carlier'] |
nobody |
4-71303 4 days ago |
4-72222 4 days ago |
36-49601 36 days |
2 |
| 42138 |
mitchell-horner author:mitchell-horner |
feat(Combinatorics/SimpleGraph): copies into `⊤` and containment in the complete graph |
Add copy constructors mirroring the existing `Copy.bot` API.
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics
tech debt
|
116/31 |
Mathlib/Combinatorics/SimpleGraph/Copy.lean,Mathlib/Combinatorics/SimpleGraph/Maps.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Maps.lean |
3 |
29 |
['Ruben-VandeVelde', 'SnirBroshi', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mitchell-horner', 'vlad902'] |
SnirBroshi assignee:SnirBroshi |
4-68100 4 days ago |
18-35781 18 days ago |
59-84401 59 days |
0 |
| 44666 |
smmercuri author:smmercuri |
chore: split `RingTheory/DedekindDomain/AdicValuation.lean` into `AdicValuation/Valuation.lean` and `AdicValuation/Completion.lean` |
- The file has grown quite large so split the `HeightOneSpectrum.valuation` material away from the completion material
- Provides a more natural home for `NumberTheory/RamificationInertia/Valuation.lean`
---
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|
tech debt |
1317/1269 |
Mathlib.lean,Mathlib/FieldTheory/RatFunc/AsPolynomial.lean,Mathlib/NumberTheory/NumberField/Completion/FinitePlace.lean,Mathlib/NumberTheory/Padics/HeightOneSpectrum.lean,Mathlib/NumberTheory/RamificationInertia/Valuation.lean,Mathlib/RingTheory/DedekindDomain/AdicValuation.lean,Mathlib/RingTheory/DedekindDomain/AdicValuation/Completion.lean,Mathlib/RingTheory/DedekindDomain/AdicValuation/Ramification.lean,Mathlib/RingTheory/DedekindDomain/AdicValuation/Valuation.lean,Mathlib/RingTheory/DedekindDomain/FiniteAdeleRing.lean,Mathlib/RingTheory/DedekindDomain/GaussLemma.lean,Mathlib/RingTheory/DedekindDomain/SInteger.lean,Mathlib/RingTheory/DedekindDomain/SelmerGroup.lean,Mathlib/RingTheory/Valuation/Discrete/IsDiscreteValuationRing.lean |
14 |
1 |
['github-actions'] |
nobody |
4-68080 4 days ago |
5-11259 5 days ago |
5-10924 5 days |
3 |
| 35548 |
gasparattila author:gasparattila |
fix(Tactic/FunProp): do not unfold semireducible definitions in the presence of projections |
Currently, `fun_prop` incorrectly unfolds semireducible definitions when a projection or recursor is applied. This PR fixes this by switching to `whnfR` together with `Lean.Meta.withCanUnfoldPred` for the custom unfolding logic.
Unfortunately, there are many proofs which rely on this bug. To avoid breaking proofs, the option `fun_prop.projDefaultTransparency` is added for locally restoring the previous behavior. Removing the uses of this option is left for future PRs.
---
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|
t-meta
tech debt
increases-technical-debt
|
114/53 |
Mathlib/Analysis/Matrix/Normed.lean,Mathlib/Analysis/Normed/Lp/ProdLp.lean,Mathlib/Condensed/Light/TopCatAdjunction.lean,Mathlib/Condensed/TopCatAdjunction.lean,Mathlib/Geometry/Convex/ConvexSpace/PathConnectedSpaceStdSimplex.lean,Mathlib/NumberTheory/Harmonic/ZetaAsymp.lean,Mathlib/NumberTheory/ModularForms/Bounds.lean,Mathlib/Tactic/FunProp/Core.lean,Mathlib/Tactic/FunProp/FunctionData.lean,Mathlib/Tactic/FunProp/Mor.lean,Mathlib/Tactic/FunProp/Theorems.lean,Mathlib/Tactic/FunProp/Types.lean,Mathlib/Topology/Algebra/AffineSubspace.lean,Mathlib/Topology/Algebra/ConstMulAction.lean,Mathlib/Topology/Algebra/Constructions.lean,Mathlib/Topology/Algebra/ContinuousAffineEquiv.lean,Mathlib/Topology/Algebra/Field.lean,Mathlib/Topology/Algebra/Group/ContinuousDiv.lean,Mathlib/Topology/Algebra/Group/ContinuousInv.lean,Mathlib/Topology/Algebra/Group/Matrix.lean,Mathlib/Topology/Algebra/Group/Torsor.lean,Mathlib/Topology/Algebra/Group/Units.lean,Mathlib/Topology/Algebra/Module/ContinuousLinearMap/Positive.lean,Mathlib/Topology/Algebra/Module/Equiv/Basic.lean,Mathlib/Topology/Algebra/Module/Equiv/Prod.lean,Mathlib/Topology/Algebra/Module/Equiv/Submodule.lean,Mathlib/Topology/Algebra/Module/IsWeak.lean,Mathlib/Topology/Algebra/Module/Spaces/WeakBilin.lean,Mathlib/Topology/Category/TopCat/Limits/Basic.lean,Mathlib/Topology/Constructions/SumProd.lean,Mathlib/Topology/ContinuousMap/Algebra.lean,Mathlib/Topology/Homeomorph/Lemmas.lean,Mathlib/Topology/Semicontinuity/Michael.lean,MathlibTest/FunPropMinimal.lean |
34 |
14 |
['DavidLedvinka', 'JovanGerb', 'gasparattila', 'github-actions', 'j-loreaux', 'lecopivo', 'mathlib-merge-conflicts'] |
nobody |
4-67464 4 days ago |
15-5490 15 days ago |
50-59646 50 days |
0 |
| 43802 |
justus-springer author:justus-springer |
feat(Tactic/Linter): syntax linter for deprecation date format |
A syntax linter checking that deprecation dates in `since := ...` fields have the form `YYYY-MM-DD`.
My motivation for this that I always forget what the correct format is when writing deprecations. ~~There is actually one instance of a malformed date in mathlib in `AlgebraicTopology/SimplicialNerve.lean`, which I fixed.~~ (edit: It got removed independently).
Generative AI was used to get a working draft, on which I then iterated by hand.
---
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|
LLM-generated
large-import
t-linter
|
152/1 |
Mathlib.lean,Mathlib/Init.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Linter/DeprecationDate.lean,Mathlib/Tactic/Linter/Lint.lean,MathlibTest/Attribute/ToAdditive/Basic.lean,MathlibTest/Linter/DeprecationDate.lean,MathlibTest/Linter/DupNamespace.lean |
8 |
10 |
['github-actions', 'joneugster', 'justus-springer', 'leanprover-radar', 'mathlib-merge-conflicts', 'thorimur'] |
joneugster and thorimur assignee:joneugster assignee:thorimur |
4-66366 4 days ago |
4-69711 4 days ago |
29-52109 29 days |
0 |
| 43191 |
lua-vr author:lua-vr |
feat(MeasureTheory): generalize `QuasiMeasurePreserving` to `AEMeasurable` |
We relax the definition of `QuasiMeasurePreserving` from assuming the map is `Measurable` to assuming it is `AEMeasurable`. This comes as a first step for doing the same for `MeasurePreserving`.
A motivation for the change of both definitions is that `Measure.map` has a meaningful value for all `AEMeasurable` maps, and it would make the measure-preserving definition equivalent to the `HasLaw` definition, allowing more shared API.
---
The change was discussed in this Zulip topic: [link](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/MeasureTheory.3A.20Various.20refactors/with/620111393).
- [x] depends on: #43484
- [x] depends on: #43486
- [x] depends on: #43485
- [x] depends on: #43496
- [x] depends on: #43190
Made with the help of Sonnet, but organized, reviewed and edited by me.
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|
t-measure-probability |
97/75 |
Mathlib/Dynamics/Ergodic/Action/OfMinimal.lean,Mathlib/Dynamics/Ergodic/Ergodic.lean,Mathlib/Dynamics/Ergodic/Extreme.lean,Mathlib/Dynamics/Ergodic/MeasurePreserving.lean,Mathlib/MeasureTheory/Constructions/Pi.lean,Mathlib/MeasureTheory/Function/AEEqFun.lean,Mathlib/MeasureTheory/Function/StronglyMeasurable/AEStronglyMeasurable.lean,Mathlib/MeasureTheory/Group/Prod.lean,Mathlib/MeasureTheory/Measure/Lebesgue/EqHaar.lean,Mathlib/MeasureTheory/Measure/Prod.lean,Mathlib/MeasureTheory/Measure/QuasiMeasurePreserving.lean,Mathlib/Probability/Density.lean,Mathlib/Probability/Kernel/CondDistrib.lean |
13 |
7 |
['github-actions', 'lua-vr', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
4-66037 4 days ago |
4-66969 4 days ago |
9-57524 9 days |
1 |
| 44681 |
Altabeh author:Altabeh |
feat(Analysis/ODE/Linearization): the derivative of a flow at a fixed… |
Add a new file `Mathlib/Analysis/ODE/Linearization.lean`. Let `ϕ : Flow ℝ E` on a real Banach space
be generated by a vector field `f`, meaning `∀ x t, HasDerivAt (fun s ↦ ϕ s x) (f (ϕ t x)) t`. If
`e` is a fixed point of `ϕ` and `f` has derivative `A` at `e`, then every time-`t` map has derivative
`exp (t • A)` at `e`:
* `Flow.hasFDerivAt_of_isFixedPt`: `HasFDerivAt (ϕ t) (exp (t • A)) e` for every `t : ℝ`.
* `Flow.fderiv_eq_exp_of_isFixedPt`: the `fderiv` form.
* `Flow.eventually_norm_sub_exp_le`: a uniform estimate on compact time intervals. For `0 ≤ T` and
`0 < ε`, eventually for `x` near `e`, `‖ϕ t x - e - exp (t • A) (x - e)‖ ≤ ε * ‖x - e‖` for all
`t ∈ [0, T]`.
Only differentiability of `f` at `e` is needed; nothing is assumed about `f` elsewhere. The estimate
comes from comparing `ϕ t x - e` with `exp (t • A) (x - e)` using Grönwall's inequality. Negative
times are handled by applying the result to `ϕ.reverse`.
---
This PR is independent of the `LipschitzWith.flow` PR. It applies to any `Flow ℝ E` with a
generating vector field, which includes those flows.
**Proof of `eventually_norm_sub_exp_le` is done by a combination of `Claude Opus 5.5` and `GPT-5.6 Sol`. Linting and comments were done by AI.*** |
new-contributor
t-analysis
LLM-generated
|
166/0 |
Mathlib.lean,Mathlib/Analysis/ODE/Linearization.lean |
2 |
3 |
['github-actions', 'grunweg'] |
nobody |
4-62079 4 days ago |
4-62682 4 days ago |
4-64970 4 days |
0 |
| 44680 |
Altabeh author:Altabeh |
feat(Analysis/ODE/LipschitzFlow): the flow of a globally Lipschitz ve… |
Add a new file `Mathlib/Analysis/ODE/LipschitzFlow.lean`. A globally Lipschitz vector field
`v : E → E` on a real Banach space has a unique solution of `γ' = v ∘ γ` through every point, defined
for all time, and these solutions form a continuous flow:
* `LipschitzWith.exists_forall_hasDerivAt`: global existence of solutions.
* `LipschitzWith.dist_le_of_forall_hasDerivAt`: two solutions satisfy
`dist (γ t) (δ t) ≤ dist (γ 0) (δ 0) * exp (K * |t|)`.
* `LipschitzWith.flow : Flow ℝ E`: the flow of `v`.
* `LipschitzWith.hasDerivAt_flow`: the orbits of the flow solve `γ' = v ∘ γ`.
* `LipschitzWith.flow_eq_of_hasDerivAt`: every global solution is an orbit of the flow.
* `LipschitzWith.dist_flow_le`: `dist (flow t x) (flow t y) ≤ dist x y * exp (K * |t|)`.
The field does not need to be bounded. For a bounded field, Picard–Lindelöf (`IsPicardLindelof`)
gives solutions on each interval `(-(n + 1), n + 1)`, and uniqueness glues them into a global
solution. A general field is reduced to this case by multiplying `v` by a Lipschitz cutoff that is
`1` on `closedBall 0 R`. Grönwall's inequality, using `‖v y‖ ≤ ‖v 0‖ + K * ‖y‖`, shows that for
large `R` the solution stays in that ball on the time interval, so the cutoff does not change it.
---
Continuity of the flow jointly in `(t, x)` comes from
`continuousOn_prod_of_continuousOn_lipschitzOnWith'`, using the exponential separation bound on
bounded time intervals.
**The proofs of`exists_forall_hasDerivAt_of_forall_Ioo`, `lipschitzWith_cutoff_smul`, `norm_le_gronwallBound` and part of `dist_le_of_forall_hasDerivAt` used a combo of `GPT-5.6 Sol` and `Claude Opus 5.5`. Linting and comments were done by AI as well.** |
t-analysis
new-contributor
LLM-generated
|
276/0 |
Mathlib.lean,Mathlib/Analysis/ODE/LipschitzFlow.lean |
2 |
3 |
['github-actions', 'grunweg'] |
nobody |
4-61958 4 days ago |
4-62587 4 days ago |
4-65123 4 days |
0 |
| 43415 |
gasparattila author:gasparattila |
feat: lattice lemmas about `Submodule.toAffineSubspace` |
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
51/0 |
Mathlib/LinearAlgebra/AffineSpace/AffineSubspace/Defs.lean |
1 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
4-59373 4 days ago |
4-60545 4 days ago |
40-35022 40 days |
0 |
| 40964 |
grunweg author:grunweg |
chore: explicitly specify free universes in `TopCat` and friends |
Avoid free universe variables, as discussed on Zulip: https://leanprover.zulipchat.com/#narrow/channel/144837-PR-reviews/topic/.2338223.20The.20Category.20of.20C.5En.20Manifolds/near/587824522
Perhaps, we should have a linter for this, such as by
- extending the `pp_universes` attribute (TODO fix name) to take a list of universes, and only pretty-print those
- the linter checks for any universes which are annotated with this attribute: if a declaration has a universe metavariable corresponding to such a universe, we warn
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
117/114 |
Mathlib/Algebra/Category/ModuleCat/Topology/Basic.lean,Mathlib/Algebra/Category/ModuleCat/Topology/Homology.lean,Mathlib/AlgebraicGeometry/Scheme.lean,Mathlib/AlgebraicGeometry/Spec.lean,Mathlib/RepresentationTheory/Continuous/TopRep.lean,Mathlib/Topology/Specialization.lean,MathlibTest/CategoryTheory/ConcreteCategory/TopModuleCat.lean |
7 |
11 |
['felixpernegger', 'github-actions', 'grunweg', 'leanprover-radar', 'mathlib-merge-conflicts'] |
nobody |
4-58810 4 days ago |
4-59749 4 days ago |
22-54083 22 days |
0 |
| 43205 |
wwylele author:wwylele |
feat(FieldTheory): extension is separable if its degree is less than the positive char |
This is a series of lemma analog to the existing CharZero lemma
- `Polynomial.mem_support_derivative` -> `Polynomial.mem_support_derivative_of_isSMulRegular` (I used SMulRegular as this seems to be the right spelling for Semiring)
- `Polynomial.degree_derivative` -> `Polynomial.degree_derivative_of_isSMulRegular`
- `Polynomial.natDegree_derivative` -> `Polynomial.natDegree_derivative_of_isSMulRegular`
- `Irreducible.separable` -> `Irreducible.separable_of_natCast_natDegree_ne_zero`
- `IsSeparable.of_integral` -> `IsSeparable.of_integral_of_natCast_natDegree_ne_zero`
- `Algebra.IsSeparable.of_integral` -> `Algebra.IsSeparable.of_integral_of_finrank_lt` & `Algebra.IsSeparable.of_integral_of_rank_lt`
---
From https://github.com/wwylele/Compass
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[](https://gitpod.io/from-referrer/)
|
t-algebra label:t-algebra$ |
70/15 |
Mathlib/Algebra/Polynomial/Derivative.lean,Mathlib/FieldTheory/Separable.lean |
2 |
3 |
['copilot-pull-request-reviewer', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
4-51100 4 days ago |
4-52328 4 days ago |
45-48437 45 days |
0 |
| 43556 |
teorth author:teorth |
feat(Analysis/SpecialFunctions/Gamma/Digamma): the real digamma function, its asymptotics, and Gauss' series |
This extends the digamma file with the real digamma function, its logarithmic
asymptotics, and Gauss' series for `ψ`.
---
Main additions:
`Mathlib/Analysis/SpecialFunctions/Gamma/Digamma.lean`
* `Real.digamma`, the real digamma function `logDeriv Real.Gamma`, and its
real functional equations (`Real.digamma_apply_add_one`, `..._add_nat`,
`..._nat_add_one`, `..._one_sub`, `..._two_mul`), obtained from the complex
versions via the bridge below.
* `Complex.digamma_ofReal : Complex.digamma x = Real.digamma x` (a `simp`
lemma, unconditional thanks to matching junk values at the non-positive
integers), and `Complex.digamma_eq_re`.
* Real asymptotics: `Real.monotoneOn_digamma` (monotone on `Ioi 0`, via
log-convexity of `Γ`), `Real.digamma_le_log_le` (`ψ x ≤ log x ≤ ψ (x + 1)`),
and `Real.abs_digamma_sub_log_le` (`|ψ x - log x| ≤ 1 / x`).
* `Complex.gammaAnalyticSet`, the complement of the non-positive integers,
with `isOpen_gammaAnalyticSet`, `isPreconnected_gammaAnalyticSet`,
`Complex.differentiableOn_Gamma`, and `Complex.differentiableOn_digamma`.
* **Gauss' series** `ψ(s) = -γ + ∑ₙ (1/(n+1) - 1/(s+n))`
(`Complex.digamma_eq_gaussSeries`, `Real.digamma_eq_gaussSeries`,
`summable_gaussSeries`). The error is shown to vanish on the positive reals
(a finite partial-sum identity together with `abs_digamma_sub_log_le`) and to
be analytic off the poles, hence zero everywhere by the identity theorem.
`Mathlib/Analysis/Complex/RealDeriv.lean`
* `logDeriv_comp_ofReal`, `logDeriv_ofReal_comp`, relating the real and complex
logarithmic derivatives along the reals.
`Mathlib/Analysis/SpecialFunctions/Gamma/Deriv.lean`
* Real analogues of the existing complex lemmas: `Real.continuousAt_Gamma`,
and non-continuity/non-differentiability of `Real.Gamma` at the non-positive
integers.
Several complex analysis imports were added to `Digamma.lean` in order to justify the proof of the Gauss identity in the complex case.
The code was initially generated by an AI, and then heavily golfed and reviewed by the author.
[](https://gitpod.io/from-referrer/)
|
t-analysis |
434/23 |
Mathlib/Analysis/Complex/RealDeriv.lean,Mathlib/Analysis/SpecialFunctions/Gamma/Deriv.lean,Mathlib/Analysis/SpecialFunctions/Gamma/Digamma.lean |
3 |
4 |
['github-actions', 'mathlib-merge-conflicts', 'metakunt'] |
nobody |
4-48869 4 days ago |
4-49531 4 days ago |
35-57699 35 days |
0 |
| 40599 |
ChiCubed author:ChiCubed |
feat(LinearAlgebra): rank-nullity theorems for Submodule map/comap |
We show forms of the rank-nullity theorem involving `Submodule.map` and `Submodule.comap`. Together with `LinearMap.ker_comp` this provides a formula for the rank of the kernel of a composite (and, in finite dimensions at least, for the rank of the range).
---
I didn't explicitly write the aforementioned formula for rank ker (f ∘ g) since it is just `LinearMap.ker_comp` followed by `LinearMap.lift_rank_comap`, but perhaps it should be added for discoverability?
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[](https://gitpod.io/from-referrer/)
|
t-algebra
new-contributor
label:t-algebra$ |
63/15 |
Mathlib/Algebra/Module/Submodule/Ker.lean,Mathlib/Algebra/Module/Submodule/Map.lean,Mathlib/Algebra/Module/Submodule/Range.lean,Mathlib/LinearAlgebra/Dimension/RankNullity.lean |
4 |
41 |
['ADedecker', 'ChiCubed', 'github-actions', 'jcommelin', 'themathqueen', 'wwylele'] |
kim-em assignee:kim-em |
4-46591 4 days ago |
34-51519 34 days ago |
112-17388 112 days |
0 |
| 41339 |
mkaratarakis author:mkaratarakis |
feat(ComputablePolynomial): define SparsePoly, a computable univariate polynomial |
`SparsePoly R` is a computable, kernel-reducible representation of univariate polynomials over a commutative ring `R` with `DecidableEq R`: a list of `(exponent, coefficient)` pairs with strictly decreasing exponents and nonzero coefficients, making the representation canonical. This first part defines the structure, the semantics `toPoly : SparsePoly R → Polynomial R`, and addition.
Started by Mario Carneiro at the Hausdorff Institute (June 2024) with design notes and an original Lean prototype by James Davenport (https://github.com/JamesHDavenport/Dagstuhl23401, `verify-irred/VerifyIrred`) and the proofs were done with the help of Claude code.
|
t-meta |
201/0 |
Mathlib.lean,Mathlib/Tactic.lean,Mathlib/Tactic/ComputablePolynomial/Basic.lean |
3 |
2 |
['github-actions'] |
eric-wieser assignee:eric-wieser |
4-46588 4 days ago |
102-22258 102 days ago |
102-22458 102 days |
7 |
| 41426 |
gmcninch-prof author:gmcninch-prof |
feat: add symmetric multilinear maps |
Define `SymmetricMap R M N ι`, the type of symmetric `R`-multilinear maps
from `ι → M` to `N` (i.e. multilinear maps invariant under permutation of
their arguments).
---
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The code is adapted from Kenny Lau's work
[here](https://github.com/kckennylau/EllipticCurve/blob/master/EllipticCurve/ProjectiveSpace/TensorProduct/SymmetricMap.lean)
-- see [`SymmetricMap`](https://github.com/gmcninch-prof/mathlib4/blob/symmetric-power-lift/Mathlib/LinearAlgebra/TensorProduct/SymmetricMap.lean).
This PR previously also contained the universal property / `lift` for
`SymmetricPower` (relating linear maps out of `Sym[R]^n M` to symmetric
multilinear maps), but per reviewer feedback on Zulip that work has been
split into a separate PR that depends on this one.
Zulip discussion [here](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/SymmetricPower.20universal.20property/near/608532652)
[](https://gitpod.io/from-referrer/)
|
t-algebra
new-contributor
label:t-algebra$ |
397/0 |
Mathlib.lean,Mathlib/LinearAlgebra/TensorProduct/SymmetricMap.lean |
2 |
10 |
['github-actions', 'gmcninch-prof', 'jcommelin'] |
kim-em assignee:kim-em |
4-46587 4 days ago |
93-64436 93 days ago |
95-32403 95 days |
1 |
| 42923 |
plp127 author:plp127 |
feat(FieldTheory/KummerExtension): criterion for `X ^ n - C a` to be irreducible for even `n` |
Prove the criterion for `X ^ n - C a` to be irreducible when `n` is not necessarily odd. This resolves a TODO.
---
- [x] depends on: #42344
- [x] depends on: #42886
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[](https://gitpod.io/from-referrer/)
|
t-algebra
t-ring-theory
label:t-algebra$ |
201/33 |
Mathlib/FieldTheory/KummerExtension.lean |
1 |
9 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'plp127', 'tb65536', 'vihdzp'] |
nobody |
4-45996 4 days ago |
11-10930 11 days ago |
11-11409 11 days |
0 |
| 38482 |
dagurtomas author:dagurtomas |
feat(CategoryTheory/Tactic): specialize_map attribute |
Adds `@[specialize_map F]` to specialize morphism equalities to a chosen functor template, with whiskering and tensor functors as examples. It reuses the `map` proof generator and universe ordering, preserves explicit and instance binders, and supports custom suffixes and additional attributes.
---
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[](https://gitpod.io/from-referrer/)
|
LLM-generated
t-category-theory
t-meta
|
349/6 |
Mathlib.lean,Mathlib/Tactic.lean,Mathlib/Tactic/CategoryTheory/Map.lean,Mathlib/Tactic/CategoryTheory/SpecializeMap.lean,MathlibTest/CategoryTheory/SpecializeMap.lean |
5 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
4-45687 4 days ago |
26-68323 26 days ago |
26-68003 26 days |
1 |
| 41555 |
BryceT233 author:BryceT233 |
feat(Algebra/Order/Antidiagonal): connect `Finset.HasAntidiagonal` with `Filter.TendstoCofinite` |
This PR connects `Finset.HasAntidiagonal` with `Filter.TendstoCofinite` and cleans up `TendstoCofinite.lean`.
---
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- [x] depends on: #41521
[](https://gitpod.io/from-referrer/)
|
tech debt
t-algebra
label:t-algebra$ |
34/12 |
Mathlib/Algebra/Order/Antidiag/Prod.lean,Mathlib/Order/Filter/TendstoCofinite.lean |
2 |
14 |
['BryceT233', 'github-actions', 'jcommelin', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'plp127'] |
nobody |
4-45073 4 days ago |
4-46814 4 days ago |
40-44785 40 days |
0 |
| 42041 |
FrankieNC author:FrankieNC |
feat(Topology/MetricSpace): minkowski (box-counting) dimension |
Define the lower and upper Minkowski (box-counting) dimensions of a set in a pseudo-emetric space via covering numbers, prove the basic API (monotonicity, closure invariance, unions, finite sets), and show `dimH s ≤ lowerMinkowskiDim s ≤ upperMinkowskiDim s` (Falconer, Fractal Geometry, Ch. 3). |
t-topology |
354/0 |
Mathlib.lean,Mathlib/Topology/MetricSpace/Cover.lean,Mathlib/Topology/MetricSpace/CoveringNumbers.lean,Mathlib/Topology/MetricSpace/MinkowskiDimension.lean,docs/references.bib |
5 |
5 |
['github-actions', 'wwylele'] |
mcdoll assignee:mcdoll |
4-43326 4 days ago |
36-14967 36 days ago |
81-57136 81 days |
0 |
| 44299 |
artie2000 author:artie2000 |
feat(FieldTheory/Galois): intermediate fields corresponding to Sylow subgroups |
* Prove existence of intermediate fields of prime power index in a Galois extension using Sylow's first theorem
* Add missing versions of Sylow's first theorem and the Galois correspondence
* Rename some lemmas for clarity and consistency
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t-group-theory |
87/17 |
Mathlib.lean,Mathlib/FieldTheory/Galois/Basic.lean,Mathlib/FieldTheory/Galois/Infinite.lean,Mathlib/FieldTheory/Galois/Sylow.lean,Mathlib/GroupTheory/Nilpotent.lean,Mathlib/GroupTheory/Sylow.lean |
6 |
20 |
['artie2000', 'github-actions', 'tb65536', 'vihdzp', 'wwylele'] |
tb65536 assignee:tb65536 |
4-42117 4 days ago |
4-43628 4 days ago |
12-69759 12 days |
0 |
| 43307 |
Parcly-Taxel author:Parcly-Taxel |
feat: quaternion operations with respect to coordinates |
Add `QuaternionAlgebra.mk_{zero,one,natCast,intCast}` and `QuaternionAlgebra.{mk_mul_mk,star_mk}` as convenience lemmas for working with quaternions whose coordinates are explicitly given. These lemmas allow [the following code](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Transparency.20problem.20with.20quaternions/near/618254305) to work:
```lean
import Mathlib.Analysis.Quaternion
import Mathlib.NumberTheory.Real.GoldenRatio
noncomputable section
open goldenRatio Quaternion
/-- The unit icosian `(1 + i + j + k) / 2`, which has order 6. -/
def icosian6 : ℍˣ where
val := ⟨2⁻¹, 2⁻¹, 2⁻¹, 2⁻¹⟩
inv := ⟨2⁻¹, -2⁻¹, -2⁻¹, -2⁻¹⟩
val_inv := by norm_num
inv_val := by norm_num
/-- The unit icosian `(φ + i + ψ*j) / 2`, which has order 10. -/
def icosian10 : ℍˣ where
val := ⟨φ / 2, 2⁻¹, ψ / 2, 0⟩
inv := ⟨φ / 2, -2⁻¹, -ψ / 2, 0⟩
val_inv := by rw [mk_mul_mk, ← QuaternionAlgebra.mk_one]; grind
inv_val := by rw [mk_mul_mk, ← QuaternionAlgebra.mk_one]; grind
/-- The unit icosians. -/
def Icosian : Subgroup ℍˣ := Subgroup.closure {icosian6, icosian10}
``` |
t-algebra label:t-algebra$ |
18/0 |
Mathlib/Algebra/Quaternion.lean |
1 |
3 |
['Parcly-Taxel', 'github-actions', 'themathqueen'] |
nobody |
4-41250 4 days ago |
42-78150 42 days ago |
42-77815 42 days |
0 |
| 42342 |
artie2000 author:artie2000 |
feat: `membership` tactic |
* Add `membership` tactic / `grind` ruleset for closing substructure membership goals.
* Change tests for `aesop` `SetLike` ruleset into tests for the `membership` tacitc.
This is a rewrite of the `aesop` `SetLike` ruleset for `grind`.
---
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t-algebra
t-meta
label:t-algebra$ |
96/63 |
Mathlib/Algebra/Algebra/NonUnitalSubalgebra.lean,Mathlib/Algebra/Algebra/Subalgebra/Basic.lean,Mathlib/Algebra/Algebra/Subalgebra/Lattice.lean,Mathlib/Algebra/Field/Subfield/Basic.lean,Mathlib/Algebra/Field/Subfield/Defs.lean,Mathlib/Algebra/Group/Subgroup/Defs.lean,Mathlib/Algebra/Group/Subgroup/Lattice.lean,Mathlib/Algebra/Group/Submonoid/Basic.lean,Mathlib/Algebra/Group/Submonoid/Defs.lean,Mathlib/Algebra/Group/Subsemigroup/Basic.lean,Mathlib/Algebra/Group/Subsemigroup/Defs.lean,Mathlib/Algebra/Order/Ring/Ordering/Basic.lean,Mathlib/Algebra/Order/Ring/Ordering/Defs.lean,Mathlib/Algebra/Ring/Subring/Basic.lean,Mathlib/Algebra/Ring/Subring/Defs.lean,Mathlib/Algebra/Ring/Subsemiring/Basic.lean,Mathlib/Algebra/Ring/Subsemiring/Defs.lean,Mathlib/Algebra/Star/Basic.lean,Mathlib/Algebra/Star/NonUnitalSubalgebra.lean,Mathlib/Algebra/Star/SelfAdjoint.lean,Mathlib/Algebra/Star/Subalgebra.lean,Mathlib/Basic/SetLike/Basic.lean,Mathlib/Data/Set/Insert.lean,Mathlib/FieldTheory/IntermediateField/Adjoin/Defs.lean,Mathlib/Geometry/Convex/Cone/Basic.lean,Mathlib/Geometry/Convex/Cone/Pointed.lean,Mathlib/GroupTheory/GroupAction/SubMulAction.lean,Mathlib/LinearAlgebra/Span/Defs.lean,Mathlib/Order/BooleanSubalgebra.lean,Mathlib/RingTheory/NonUnitalSubring/Basic.lean,Mathlib/RingTheory/NonUnitalSubsemiring/Basic.lean,Mathlib/RingTheory/NonUnitalSubsemiring/Defs.lean,Mathlib/Tactic/GrindAttrs.lean,Mathlib/Topology/Algebra/Algebra.lean,Mathlib/Topology/Algebra/NonUnitalAlgebra.lean,Mathlib/Topology/Algebra/NonUnitalStarAlgebra.lean,Mathlib/Topology/Algebra/StarSubalgebra.lean,MathlibTest/SetLike.lean |
38 |
9 |
['artie2000', 'github-actions', 'j-loreaux', 'mathlib-merge-conflicts'] |
nobody |
4-38619 4 days ago |
4-43480 4 days ago |
16-24697 16 days |
0 |
| 44014 |
plp127 author:plp127 |
fix(Tactic/DeprecateTo): preserve whitespace |
Make `#deprecate to` directly edit the original source file text, instead of extracting the syntax and then using the pretty-printer to convert it back into a string, which destroys the original whitespace.
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|
t-meta |
111/46 |
Mathlib/Tactic/DeprecateTo.lean,MathlibTest/DeprecateTo.lean |
2 |
5 |
['JovanGerb', 'github-actions', 'mathlib-merge-conflicts', 'plp127'] |
nobody |
4-36231 4 days ago |
4-72178 4 days ago |
10-62972 10 days |
0 |
| 42541 |
NoahW314 author:NoahW314 |
feat: add `CharZero`/`CharP` instances on `OrderDual` and `Lex` |
---
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|
t-algebra
large-import
label:t-algebra$ |
11/1 |
Mathlib/Algebra/Order/Ring/Synonym.lean,Mathlib/LinearAlgebra/Eigenspace/Basic.lean |
2 |
1 |
['eric-wieser', 'github-actions'] |
nobody |
4-32715 4 days ago |
67-76021 67 days ago |
67-77444 67 days |
0 |
| 41882 |
theebayuser author:theebayuser |
feat(Data/List): decidability of HasPeriod and periods of repeated lists |
Hello, this PR extends `Mathlib/Data/List/PeriodicityLemma.lean` with:
* a `Decidable (List.HasPeriod w p)` instance (it is a prefix test), and
* two directions that relate periods to repetition:
* `hasPeriod_flatten_replicate` — `(replicate n l).flatten` has period `l.length`
* `eq_flatten_replicate_of_hasPeriod` — a word with period `p` and length `r * p` is the `r`-fold repetition of its length-`p` prefix.
This characterizes `r`-th powers of words by a period plus a length constraint, which a future follow-up PR that I plan to work on will use.
AI disclosure: This code was mostly generated by Claude Fable 5 and Opus 4.8 as part of my larger project on combinatorics on words, which I then reviewed and revised to contribute to mathlib.
|
t-data
LLM-generated
new-contributor
|
56/1 |
Mathlib/Data/List/PeriodicityLemma.lean |
1 |
8 |
['SnirBroshi', 'github-actions', 'theebayuser'] |
nobody |
4-30935 4 days ago |
4-31587 4 days ago |
88-23004 88 days |
0 |
| 44545 |
xroblot author:xroblot |
feat(NumberTheory/AddCharacter): the additive character attached to the trace |
Given a primitive `p`-th root of unity `ζ` in a ring `R`, and a commutative algebra `A` over `ZMod p`, this adds the additive character of `A` with values in `R` sending `x` to `ζ` raised to the trace of `x`.
The basic properties follow: the character is nontrivial, hence primitive, when `A` is a finite field, it is invariant under the Frobenius, it is compatible with extending the ring of values, and its values are congruent to `1` modulo any ideal containing `ζ - 1`.
This character will be used to construct the Gauss sums in Stickelberger's theorem.
:robot: This PR was extracted from the [SKW project](https://github.com/xroblot/SKW) by Claude.
|
t-number-theory |
144/0 |
Mathlib.lean,Mathlib/NumberTheory/AddCharacter/Trace.lean |
2 |
1 |
['github-actions'] |
nobody |
4-27869 4 days ago |
7-77349 7 days ago |
7-80074 7 days |
0 |
| 44679 |
Altabeh author:Altabeh |
feat(LinearAlgebra/FiniteDimensional/Lemmas): dimension counts in exa… |
Add dimension formulas for exact sequences of vector spaces over a division ring `K`:
* `Function.Exact.finrank_range_add_finrank_range`: if `A → B → C` is exact (maps `f`, `g`) and `B`
is finite-dimensional, then `finrank (range f) + finrank (range g) = finrank B`.
* `Function.Exact.linearEquivQuotientRangeProdKer`: if `A → B → C → D → E` is exact (maps
`f, g, h, j`), then `C ≃ₗ[K] (B ⧸ range f) × ker j`.
* `Function.Exact.finrank_eq_finrank_quotient_range_add_finrank_ker`: hence, when `B` and `D` are
finite-dimensional, `finrank C = finrank (B ⧸ range f) + finrank (ker j)`.
---
The splitting is noncomputable, meaning it picks a complement of `ker h` in `C`. These statements are the counting steps used, for example, when comparing Betti numbers along long exact sequences.
**These are basic results that have been written by myself. The only use of AI was to write the comments and test.** |
t-algebra
new-contributor
label:t-algebra$ |
34/0 |
Mathlib/LinearAlgebra/FiniteDimensional/Lemmas.lean |
1 |
5 |
['Altabeh', 'github-actions', 'grunweg'] |
nobody |
4-26911 4 days ago |
4-62433 4 days ago |
4-65099 4 days |
0 |
| 43908 |
BryceT233 author:BryceT233 |
feat(Analysis/Normed/Module): real scalars on a complete normed `ℚ`-algebra |
We show that a complete normed `ℚ`-algebra carries a unique `NormedAlgebra ℝ 𝔸` structure.
---
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|
t-analysis |
65/0 |
Mathlib/Analysis/Normed/Module/Completion.lean |
1 |
1 |
['github-actions'] |
nobody |
4-22987 4 days ago |
26-47493 26 days ago |
26-47158 26 days |
0 |
| 44244 |
alreadydone author:alreadydone |
refactor(GroupTheory): make `AddAut` multiplicative again |
Partially revert #39884
See https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/MulAut.20and.20to_additive/near/627195541
TODO: sync https://github.com/leanprover-community/mathlib4/pull/44611 once blocker is merged
https://github.com/leanprover-community/mathlib4/commit/883ed1dbb939ca8604aeee0fcac0516ecf347e00 should probably be reverted
---
- [x] depends on: #44266
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|
t-group-theory |
169/161 |
Mathlib/Algebra/Algebra/Equiv.lean,Mathlib/Algebra/Group/Action/Basic.lean,Mathlib/Algebra/Group/Action/Defs.lean,Mathlib/Algebra/Group/Action/End.lean,Mathlib/Algebra/Group/End.lean,Mathlib/Algebra/Group/Equiv/Defs.lean,Mathlib/Algebra/Group/Subgroup/Pointwise.lean,Mathlib/Algebra/GroupWithZero/Action/Basic.lean,Mathlib/Algebra/GroupWithZero/Action/Defs.lean,Mathlib/Algebra/Module/End.lean,Mathlib/Algebra/MonoidAlgebra/Basic.lean,Mathlib/Algebra/Ring/AddAut.lean,Mathlib/Algebra/Ring/Aut.lean,Mathlib/Data/ZMod/Aut.lean,Mathlib/GroupTheory/Coxeter/Inversion.lean,Mathlib/GroupTheory/GroupAction/Basic.lean,Mathlib/GroupTheory/GroupAction/Defs.lean,Mathlib/GroupTheory/GroupAction/Hom.lean,Mathlib/GroupTheory/Index.lean,Mathlib/GroupTheory/SpecificGroups/Alternating.lean,Mathlib/GroupTheory/SpecificGroups/Alternating/Simple.lean,Mathlib/GroupTheory/SpecificGroups/Cyclic.lean,Mathlib/GroupTheory/Sylow.lean |
23 |
8 |
['JovanGerb', 'alreadydone', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'tb65536'] |
nobody |
4-11119 4 days ago |
4-28321 4 days ago |
6-29036 6 days |
2 |
| 41988 |
vlad902 author:vlad902 |
feat(FreeGroup): characterize commutative/cyclic free groups |
Characterize cyclic/commutative free groups as being those on ≤ 1 generators. I generalize and move around some instances along the way to avoid new imports.
---
- [x] depends on: #44473
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|
t-group-theory |
41/8 |
Mathlib/Basic/Unique.lean,Mathlib/GroupTheory/FreeGroup/Basic.lean,Mathlib/GroupTheory/FreeGroup/Reduce.lean |
3 |
20 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'tb65536', 'vlad902'] |
nobody |
4-2667 4 days ago |
4-5288 4 days ago |
60-12438 60 days |
1 |
| 44698 |
xroblot author:xroblot |
refactor(RingTheory/Ideal/Norm): give `Ideal.absNorm` the junk value `0` at `⊥` |
The absolute norm of an ideal is now given the junk value `0` at the zero ideal. It is therefore no longer assumed that the ring is infinite, an assumption that was there to get `absNorm ⊥ = 0`.
Three lemmas unfold the norm: `Ideal.absNorm_of_ne_bot` for a nonzero ideal, with no further assumption, `Ideal.absNorm_apply` for every ideal of an infinite ring, both stated using `Submodule.cardQuot`, and `Ideal.absNorm_eq_natCard`, which is new, giving the same equality in the form `absNorm I = Nat.card (S ⧸ I)`.
The results of the file are restated for a ring with finite quotients in #42790, and the results downstream lose their infiniteness assumption in #44646.
Prepared with Claude Code 🤖
|
|
73/38 |
Mathlib/NumberTheory/NumberField/ClassNumber.lean,Mathlib/NumberTheory/NumberField/Cyclotomic/Ideal.lean,Mathlib/NumberTheory/NumberField/Discriminant/Different.lean,Mathlib/NumberTheory/NumberField/Ideal/Basic.lean,Mathlib/RingTheory/Ideal/Norm/AbsNorm.lean,Mathlib/RingTheory/RamificationInertia/Inertia.lean |
6 |
1 |
['github-actions'] |
nobody |
4-2165 4 days ago |
4-2765 4 days ago |
4-2430 4 days |
3 |
| 44199 |
emlis42 author:emlis42 |
feat(Order): add `EReal.coe_cs{Sup, Inf}` |
This PR adds `WithTop.leftOrdContinuous_coe`, and adds `WithBotTop` and `EReal` version and `EReal.coe_c{s, i}{Sup, Inf}` as consequences.
Discussed here: [Is there code for X? > Lemmas relating `Real.toEReal` and `sSup`/`sInf` of images](https://leanprover.zulipchat.com/#narrow/channel/217875-Is-there-code-for-X.3F/topic/Lemmas.20relating.20.60Real.2EtoEReal.60.20and.20.60sSup.60.2F.60sInf.60.20of.20images/with/626667637) |
t-order
large-import
|
98/0 |
Mathlib/Data/EReal/Operations.lean,Mathlib/Order/CompleteLatticeIntervals.lean,Mathlib/Order/OrdContinuous.lean,Mathlib/Order/WithBotTop.lean |
4 |
10 |
['SnirBroshi', 'emlis42', 'eric-wieser', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
4-977 4 days ago |
4-977 4 days ago |
18-29458 18 days |
0 |
| 41892 |
Ljon4ik4 author:Ljon4ik4 |
feat: mapOfCompatibleSMul is the same map independently of S |
The `mapOfCompatibleSMul : M ⊗[A] N →ₗ[S] M ⊗[R] N` is the same map independently of `S`. This PR adds two lemmas asserting that (one for the underlying AddHom, one for the kernels).
I am not quite sure whether the second one is in the optimal shape: It was the shape useful to me, but maybe there is some better way to phrase it or it should be omitted completely (since it follows from the first one...).
---
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|
t-algebra label:t-algebra$ |
18/1 |
Mathlib/LinearAlgebra/TensorProduct/Basic.lean |
1 |
26 |
['Ljon4ik4', 'Ruben-VandeVelde', 'github-actions', 'mathlib-merge-conflicts', 'themathqueen'] |
nobody |
3-81267 3 days ago |
5-14815 5 days ago |
84-61449 84 days |
0 |
| 43896 |
joelriou author:joelriou |
feat(Category): external products of derivability structures |
The external product of two left/right derivability structures is again a derivability structure (when one assumes that the properties of morphisms which appear contain identities).
This observation of mine (in 2023) was my main motivation for the formalization of derivability structures, because it would allow to formalize not only derived functors in one variable (see #43267), but also derived functors in several variables (like the tensor product, see https://github.com/joelriou/mathlib4/blob/jriou_localization/Mathlib/CategoryTheory/Localization/DerivabilityStructure/Monoidal.lean).
---
- [x] depends on: #43895
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|
t-category-theory
tech debt
|
149/0 |
Mathlib.lean,Mathlib/CategoryTheory/Localization/DerivabilityStructure/Product.lean,Mathlib/CategoryTheory/Localization/Equivalence.lean,Mathlib/CategoryTheory/Localization/LocalizerMorphism.lean,Mathlib/CategoryTheory/Localization/Resolution.lean,Mathlib/CategoryTheory/Products/Basic.lean,docs/references.bib |
7 |
3 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
3-75364 3 days ago |
3-76712 3 days ago |
3-76379 3 days |
0 |
| 43349 |
Nicola9Falciola author:Nicola9Falciola |
feat(Algebra/FreeAbelianGroup/Finsupp): add api for the coeff of a single element |
---
Add two API lemmas computing the coefficent of the form `of x` for `x : X` in the FreeAbelianGroup.
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|
new-contributor
t-algebra
label:t-algebra$ |
8/0 |
Mathlib/Algebra/FreeAbelianGroup/Finsupp.lean |
1 |
3 |
['Nicola9Falciola', 'github-actions'] |
nobody |
3-69918 3 days ago |
41-82643 41 days ago |
41-82308 41 days |
0 |
| 42314 |
sfingali author:sfingali |
feat(RingTheory): continuous valuations |
### Summary
Defines continuous valuations on topological rings: a valuation `v : A → Γ₀`
whose underlying function is continuous for the order topology on `Γ₀`
(Wedhorn, *Adic Spaces*, arXiv:1910.05934, Def. 7.7 and Rem. 7.8(1), p. 58).
* `ContinuousValuationClass` — the class of continuous valuations: a
`ValuationClass` whose functions are continuous.
* `ContinuousValuation` — a bundled continuous valuation.
* `ContinuousValuation.isOpen_lt` — the primary definition of Wedhorn,
Def. 7.7: `{a | v a < γ}` is open for every `γ`.
This is the second step of an adic/perfectoid pipeline (Huber rings → Huber
pairs → continuous valuations → Spa → perfectoid → tilting); #42312 defines
Huber rings. The subspace `Cont(A) ⊆ Spv(A)` of continuous valuations
(Wedhorn, p. 58) will build on `ValuationSpectrum` once #38009 lands — this
PR provides the element-level notion, which is independent of the spectrum
topology.
### References
* T. Wedhorn, *Adic Spaces*, arXiv:1910.05934, Def. 7.7, Rem. 7.8 (p. 58).
|
t-ring-theory
new-contributor
|
99/0 |
Mathlib.lean,Mathlib/RingTheory/Valuation/ContinuousValuation.lean |
2 |
8 |
['github-actions', 'jjdishere', 'sfingali', 'wwylele'] |
nobody |
3-66356 3 days ago |
74-51272 74 days ago |
74-51483 74 days |
0 |
| 43633 |
Jun2028 author:Jun2028 |
feat(SetTheory/Ordinal): classify exponential principal ordinals |
Complete `` TODO: Prove that the exponential principal ordinals are `0`, `1`, `2`, `ω`, or `ε_ x` `` in [Mathlib/SetTheory/Ordinal/Principal.lean](https://github.com/leanprover-community/mathlib4/compare/master...Jun2028:mathlib4:feat/exponential-principal-classification?expand=1#diff-c700a68af59d576bafeeeac5211181f9ce129bdead444df6c9747344817103bd)
By the way, the original TODO was wrong because `1` is not an exponential principal ordinal (it requires $0^0=1<1$ which is false).
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|
t-set-theory
new-contributor
maintainer-merge
|
65/6 |
Mathlib/SetTheory/Ordinal/Principal.lean,Mathlib/SetTheory/Ordinal/Veblen.lean |
2 |
36 |
['Jun2028', 'SnirBroshi', 'YaelDillies', 'github-actions', 'mathlib-merge-conflicts', 'vihdzp'] |
nobody |
3-63134 3 days ago |
3-64952 3 days ago |
32-81322 32 days |
0 |
| 44690 |
vihdzp author:vihdzp |
feat: prime subfield as a finset |
We introduce `Subfield.botFinset F p`, which is the `Finset F` containing the prime subfield of the characteristic `p` field `F`. We use this to generalize various results that were previously stated only for `⊥ : Subfield F`.
---
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|
t-algebra label:t-algebra$ |
54/21 |
Mathlib/FieldTheory/Finite/Basic.lean,Mathlib/FieldTheory/Finite/GaloisField.lean |
2 |
3 |
['artie2000', 'github-actions', 'vihdzp'] |
nobody |
3-62506 3 days ago |
4-40799 4 days ago |
4-40464 4 days |
2 |
| 44647 |
JovanGerb author:JovanGerb |
chore(CategoryTheory/Limits/Preserves/Basic): use `to_dual` |
This PR uses `to_dual` for declarations about preserving limits and colimits.
---
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|
tech debt
t-category-theory
|
118/337 |
Mathlib/CategoryTheory/Functor/ReflectsIso/Basic.lean,Mathlib/CategoryTheory/Limits/Preserves/Basic.lean,Mathlib/CategoryTheory/NatTrans.lean |
3 |
2 |
['github-actions', 'joelriou'] |
nobody |
3-54747 3 days ago |
3-56579 3 days ago |
5-74318 5 days |
0 |
| 44255 |
mckoen author:mckoen |
feat(CategoryTheory/MorphismProperty): compatibility between morphism and object properties on arrow categories |
Given `W : MorphismProperty T`, defines `W.arrowObj : ObjectProperty (Arrow T)`. Similarly, given `W : ObjectProperty (Arrow T)`, defines `W.toMorphismProperty : MorphismProperty T`.
Shows that these define an order-isomorphism `MorphismProperty T ≃o ObjectProperty (Arrow T)`.
---
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|
t-category-theory |
41/0 |
Mathlib/CategoryTheory/MorphismProperty/Comma.lean |
1 |
4 |
['github-actions', 'joelriou'] |
dagurtomas assignee:dagurtomas |
3-51156 3 days ago |
3-52356 3 days ago |
6-36544 6 days |
2 |
| 42145 |
mckoen author:mckoen |
feat(CategoryTheory/Monoidal/Rigid): the double right dual functor is monoidal |
Defines the double right dual functor on a right rigid category, sending `X ↦ Xᘁᘁ`. We show that this functor is monoidal, so that in future PRs (#42150) we can define pivotal categories (rigid categories with a *monoidal* natural isomorphism between the double right dual and the identity).
Currently adds some new API which applies only to right duals. I'm not sure this should be dualized to left duals, as this could bloat the already large Rigid/Basic file
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t-category-theory |
293/12 |
Mathlib/CategoryTheory/Monoidal/Opposite.lean,Mathlib/CategoryTheory/Monoidal/Rigid/Basic.lean,Mathlib/CategoryTheory/Monoidal/Rigid/Braided.lean,Mathlib/CategoryTheory/Monoidal/Rigid/Functor.lean |
4 |
23 |
['github-actions', 'joelriou', 'kim-em', 'mckoen', 'robin-carlier'] |
robin-carlier assignee:robin-carlier |
3-51091 3 days ago |
3-51137 3 days ago |
30-83223 30 days |
3 |
| 44254 |
mckoen author:mckoen |
feat(AlgebraicTopology/SimplicialSet): inner horn inclusions are retracts of pushout-products |
Shows that every inner horn inclusion `Λ[n, i].ι` is a retract of the pushout-product `Λ[2, 1].ι □ Λ[n, i].ι`.
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|
increases-technical-debt
t-algebraic-topology
|
120/0 |
Mathlib.lean,Mathlib/AlgebraicTopology/SimplicialSet/AnodyneExtensions/Inner/Retract.lean,Mathlib/CategoryTheory/Subfunctor/Retract.lean |
3 |
6 |
['github-actions', 'joelriou'] |
robin-carlier assignee:robin-carlier |
3-50402 3 days ago |
3-50904 3 days ago |
8-149 8 days |
2 |
| 41769 |
mckoen author:mckoen |
feat(CategoryTheory/Abelian/Subobject): correspondence theorem for subobjects in abelian categories |
Given a subobject `Y` of `X` in an abelian category, we construct an order-isomorphism between subobjects of the "quotient" `X/Y := cokernel (Y ↪ X)` and subobjects of `X` containing `Y`.
Following Popescu's "Abelian Categories with Applications to Rings and Modules", a morphism `f : X ⟶ Y` induces a functor `Subobject X ⥤ Subobject Y` by `X' ↦ kernel (cokernel.π (X'.arrow ≫ f))`, and a functor `Subobject Y ⥤ Subobject X` by `Y' ↦ kernel (f ≫ cokernel.π Y'.arrow)`. We show these are equivalent to the existing, generic `Subobject.exists` and `Subobject.pullback` functors, and use these to define the correspondence.
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|
t-category-theory |
166/10 |
Mathlib/CategoryTheory/Abelian/ShortExact.lean,Mathlib/CategoryTheory/Abelian/Subobject.lean,docs/references.bib |
3 |
11 |
['github-actions', 'joelriou', 'justus-springer', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mckoen', 'tb65536'] |
robin-carlier assignee:robin-carlier |
3-49088 3 days ago |
3-52066 3 days ago |
34-81425 34 days |
1 |
| 43332 |
SnirBroshi author:SnirBroshi |
feat(SimpleGraph/Walk/Basic): walks with equal support have equal darts |
and similar statements:
- `p.darts = q.darts ↔ p.support = q.support` (equal)
- `p.darts <:+: q.darts ↔ p.support <:+: q.support` (infix)
- `p.darts <+: q.darts ↔ p.support <+: q.support` (prefix)
- `p.darts <:+ q.darts ↔ p.support <:+ q.support` (suffix)
---
I hope the review process can help golf these or find better proofs.
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|
t-combinatorics |
71/23 |
Mathlib/Combinatorics/SimpleGraph/Walk/Basic.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Operations.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Subwalks.lean |
3 |
16 |
['SnirBroshi', 'github-actions', 'mathlib-merge-conflicts', 'vlad902'] |
nobody |
3-47178 3 days ago |
3-47834 3 days ago |
41-50609 41 days |
0 |
| 31884 |
Thmoas-Guan author:Thmoas-Guan |
feat(RingTheory): definition of Gorenstein local ring |
In this PR, we gave basic definition of Gorenstein local ring and Gorestein ring and prove that they are stable under ring equiv.
---
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|
t-ring-theory |
82/0 |
Mathlib.lean,Mathlib/RingTheory/Gorenstein/Defs.lean |
2 |
12 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot'] |
mariainesdff assignee:mariainesdff |
3-46591 3 days ago |
83-28660 83 days ago |
83-30899 83 days |
7 |
| 36327 |
themathqueen author:themathqueen |
feat(Analysis/CStarAlgebra/Extreme): a C⋆-algebra is unital iff there exists an extreme point in the closed unit ball |
In a nonunital C⋆-algebra, the extreme points of the closed unit ball is nonempty iff the C⋆-algebra is unital. Our main reference for this is Sakai's "C⋆-algebras and W⋆-algebras" 1.6.1. The proof however is a _franken-proof_ from both Sakai and Pederson's "C⋆-algebras and their automorphism groups".
Co-authored-by: Jon Bannon <59937998+JonBannon@users.noreply.github.com>
Co-authored-by: Jireh Loreaux <loreaujy@gmail.com>
---
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[](https://gitpod.io/from-referrer/)
|
t-analysis |
232/2 |
Mathlib/Analysis/CStarAlgebra/Extreme.lean |
1 |
46 |
['ADedecker', 'eric-wieser', 'github-actions', 'j-loreaux', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'themathqueen'] |
ADedecker assignee:ADedecker |
3-46590 3 days ago |
13-75470 13 days ago |
59-60723 59 days |
0 |
| 40975 |
bwangpj author:bwangpj |
feat(LinearAlgebra): complex structures on real vector spaces |
Define complex structures,i .e. an `ℝ`-linear endomorphism `J` of a real vector space `V` with `J * J = -1`. |
t-algebra label:t-algebra$ |
93/0 |
Mathlib.lean,Mathlib/LinearAlgebra/Complex/Structure.lean |
2 |
5 |
['bwangpj', 'github-actions', 'grunweg', 'themathqueen', 'wwylele'] |
kim-em assignee:kim-em |
3-46587 3 days ago |
112-55557 112 days ago |
112-55222 112 days |
0 |
| 41781 |
teng10 author:teng10 |
feat(Algebra/Representation): add abstract permutation action in TensorPower |
Hello, I'm a new contributor. I had an introduction here on [zulip](https://leanprover.zulipchat.com/#narrow/channel/113489-new-members/topic/Introduction.3A.20Schur.20Weyl.20Duality/with/607194314)
This PR is a first step in formalizing Shur Weyl duality, which I got feedback that it would be useful to mathlib. The final statement I had in mind has the form
/--
The centralizer of `{g^{⊗k} | g ∈ End(V)}`equals `Span{W_σ | σ ∈ S_k}`, for all dimensions `d` and tensor powers `k`.
---/
This PR tries to define permutation action on TensorPower; define permutation image space.
An initial version of the definition is more specific to the Euclidean space (for reference I list them below)
```
open scoped TensorProduct
variable {d : ℕ} {k : ℕ}
/-- The `k`-fold tensor power of `ℂ^d`, defined as `⨂[ℂ] (i : Fin k), (Fin d → ℂ)`. -/
abbrev PiTensorPower (d k : ℕ) : Type :=
PiTensorProduct ℂ (fun (_ : Fin k) => (Fin d → ℂ))
/-- The permutation operator `W_σ` on the tensor power `V^{⊗k}`.
Given `σ : Equiv.Perm (Fin k)`, this acts by permuting the tensor factors:
`W_σ (v₁ ⊗ ⋯ ⊗ vₖ) = v_{σ⁻¹(1)} ⊗ ⋯ ⊗ v_{σ⁻¹(k)}`. -/
def permAction (d : ℕ) {k : ℕ} (σ : Equiv.Perm (Fin k)) :
PiTensorPower d k ≃ₗ[ℂ] TensV d k :=
PiTensorProduct.reindex ℂ (fun (_ : Fin k) => (Fin d → ℂ)) σ
/-- The set of permutation operators in `End(V^{⊗k})`. -/
def permImage (d k : ℕ) : Set (Module.End ℂ (TensV d k)) :=
Set.range (fun σ : Equiv.Perm (Fin k) => (permAction d σ).toLinearMap)
```
LLM acknowledgement: I have used aristotle to write these definitions. However, I am very motivated to learn how to write proper code. I have looked more into `PiTensorProduct` and `TensorPower` module and came to the abstract version in the PR. I tried to ask aristotle about how it's defining things and whether it's suitable for mathlib.
And I would very much appreciate your thoughts on how appropriate these definitions are. Thanks for your time!
Yanting
---
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|
t-algebra
LLM-generated
new-contributor
will-close-soon
label:t-algebra$ |
22/0 |
Mathlib/LinearAlgebra/TensorPower/Basic.lean |
1 |
5 |
['github-actions', 'joelriou', 'teng10'] |
kim-em assignee:kim-em |
3-46586 3 days ago |
90-78998 90 days ago |
90-78679 90 days |
0 |
| 42576 |
joelriou author:joelriou |
feat(AlgebraicTopology/SimplicialSet/FundamentalGroupoid): homotopic maps induce isomorphic functors |
---
- [x] depends on: #42523
- [x] depends on: #42526
- [x] depends on: #42527
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|
t-algebraic-topology |
197/0 |
Mathlib.lean,Mathlib/AlgebraicTopology/SimplicialSet/FundamentalGroupoid/Basic.lean,Mathlib/AlgebraicTopology/SimplicialSet/FundamentalGroupoid/Homotopy.lean |
3 |
5 |
['github-actions', 'joelriou', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
dagurtomas assignee:dagurtomas |
3-46584 3 days ago |
4-361 4 days ago |
4-27 4 days |
1 |
| 43859 |
kebekus author:kebekus |
feat: Jensen-Type Inequality for Circle Averages |
In preparation for the upcoming proof of Nevanlinna's "Lemma on Logarithmic Derivatives", establish a Jensen-type inequality for circle averages, where the positive part of the logarithm plays the role of the concave function.
---
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|
t-measure-probability
LLM-generated
|
93/0 |
Mathlib.lean,Mathlib/Analysis/Complex/ValueDistribution/LogDerivLemma.lean,Mathlib/Analysis/Convex/SpecificFunctions/Basic.lean,Mathlib/MeasureTheory/Integral/CircleIntegral.lean |
4 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
RemyDegenne assignee:RemyDegenne |
3-46581 3 days ago |
4-8109 4 days ago |
27-32046 27 days |
0 |
| 43904 |
t4v1 author:t4v1 |
feat(MeasureTheory/Constructions/HaarToSphere): polar coordinates for lintegral |
`Measure.measurePreserving_homeomorphUnitSphereProd` represents an additive Haar measure on a nontrivial finite-dimensional normed space `E` as the product of the sphere measure `μ.toSphere` and Lebesgue measure on `(0, ∞)` with density `r ^ (dim E - 1)`. The file exposes it only through the radial corollaries `integrable_fun_norm_addHaar`, `integrableOn_fun_norm_addHaar` and `integral_fun_norm_addHaar`, all for integrands of the form `f ‖x‖`.
This PR adds the general `lintegral` form, for an arbitrary measurable `f : E → ℝ≥0∞`:
* `lintegral_addHaar_eq_lintegral_toSphere_lintegral_Ioi`:
`∫⁻ x, f x ∂μ = ∫⁻ ω, ∫⁻ r in Ioi 0, ENNReal.ofReal (r ^ (dim E - 1)) * f (r • ω) ∂μ.toSphere`;
* `setLIntegral_ball_eq_lintegral_toSphere_lintegral_Ioo`: the same for `∫⁻ y in ball c R, f y ∂μ`, with the radial integral over `Ioo 0 R` and the rays emanating from `c`.
Both are needed for Morrey's inequality (follow-up PR), whose two analytic steps integrate non-radial functions in polar coordinates; they are stated here on their own because they are independent of it.
The proofs were developed with the help of an LLM (Claude Code) and then checked and edited by the author, who takes responsibility for every line.
|
t-measure-probability
new-contributor
LLM-generated
|
47/0 |
Mathlib/MeasureTheory/Constructions/HaarToSphere.lean |
1 |
3 |
['github-actions', 't4v1'] |
RemyDegenne assignee:RemyDegenne |
3-46580 3 days ago |
26-57610 26 days ago |
26-57275 26 days |
1 |
| 42667 |
gasparattila author:gasparattila |
chore: make `Set.inclusion` semireducible |
It is currently an abbrev, which confuses `fun_prop` due to dependent types in lemmas like `Topology.IsEmbedding.inclusion`. After this change, `fun_prop` will be able to prove goals like `IsEmbedding f → IsEmbedding (Set.inclusion h ∘ f)`.
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|
t-data |
18/15 |
Mathlib/Algebra/Algebra/Subalgebra/Directed.lean,Mathlib/Combinatorics/Compactness.lean,Mathlib/Data/Set/Inclusion.lean,Mathlib/Data/Set/UnionLift.lean,Mathlib/Logic/Equiv/Set.lean,Mathlib/ModelTheory/Fraisse.lean,Mathlib/ModelTheory/PartialEquiv.lean,Mathlib/ModelTheory/Substructures.lean,Mathlib/Order/CountableDenseLinearOrder.lean,Mathlib/Topology/Category/TopCat/Opens.lean,Mathlib/Topology/Covering/Basic.lean,Mathlib/Topology/UniformSpace/UniformEmbedding.lean |
12 |
4 |
['gasparattila', 'github-actions', 'plp127'] |
nobody |
3-45686 3 days ago |
40-64356 40 days ago |
41-18548 41 days |
0 |
| 40963 |
Formalistic03 author:Formalistic03 |
feat(Combinatorics/SimpleGraph/Paths): add lemma about the first dart if dropLast is a path |
If `dropLast` of a walk is a path, a dart of the walk sharing its first vertex with the walk also shares its second vertex.
I thought this was a natural more general form of `IsPath.eq_snd_of_mem_edges`, useful for cycles for example.
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|
t-combinatorics
new-contributor
maintainer-merge
|
46/0 |
Mathlib/Combinatorics/SimpleGraph/Dart.lean,Mathlib/Combinatorics/SimpleGraph/Paths.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Basic.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Operations.lean |
4 |
38 |
['Formalistic03', 'SnirBroshi', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
3-44673 3 days ago |
4-18826 4 days ago |
92-70743 92 days |
0 |
| 43804 |
JovanGerb author:JovanGerb |
feat(Algebra/Homology/ShortComplex/Basic): use `to_dual` |
Use `to_dual` for `ShortComplex`.
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[](https://gitpod.io/from-referrer/)
|
tech debt
t-algebra
label:t-algebra$ |
45/37 |
Mathlib/Algebra/Homology/ShortComplex/Basic.lean,Mathlib/CategoryTheory/Limits/Preserves/Shapes/Zero.lean |
2 |
6 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
3-38845 3 days ago |
5-3192 5 days ago |
5-3499 5 days |
1 |
| 43570 |
kim-em author:kim-em |
refactor(AlgebraicGeometry/Modules): transport pushforward along Opens.map functoriality isos |
This PR defines `Scheme.Modules.pushforwardId` and `pushforwardComp` by transporting the sheaf-of-modules isomorphisms along the existing `Opens.mapId` and `Opens.mapComp` (via `SheafOfModules.pushforwardCongr₂`) rather than by identifying `Opens.map (𝟙 X).base` with `𝟭` and `Opens.map (f ≫ g).base` with `Opens.map g.base ⋙ Opens.map f.base` by unfolding `Opens.map`. The componentwise simp lemmas become `M.presheaf.map_id` rather than `rfl`, and the pseudofunctor coherence fields are discharged explicitly since `cat_disch` no longer finds them by reflexivity. Also adds the simp lemma `Adj.eqToHom_τl`.
It is extracted from Paul Reichert's experiment making `Functor.comp` and `Functor.id` `instance_reducible` (https://github.com/leanprover-community/mathlib4/compare/master...leanprover-community:mathlib4-nightly-testing:datokrat/functorcomp, discussed at https://leanprover.zulipchat.com/#narrow/channel/113488-general/topic/backward.2EisDefEq.2ErespectTransparency), and depends on https://github.com/leanprover-community/mathlib4/pull/43569. The diff relative to that PR is https://github.com/kim-em/mathlib4/compare/associators-sheaves...opens-map.
🤖 Prepared with Claude Code |
tech debt |
516/139 |
Mathlib/Algebra/Category/ModuleCat/Presheaf.lean,Mathlib/Algebra/Category/ModuleCat/Presheaf/Pullback.lean,Mathlib/Algebra/Category/ModuleCat/Presheaf/Pushforward.lean,Mathlib/Algebra/Category/ModuleCat/Sheaf/PullbackContinuous.lean,Mathlib/Algebra/Category/ModuleCat/Sheaf/PushforwardContinuous.lean,Mathlib/Algebra/Category/ModuleCat/Sheaf/Quasicoherent.lean,Mathlib/AlgebraicGeometry/Modules/Sheaf.lean,Mathlib/CategoryTheory/Adjunction/CompositionIso.lean,Mathlib/CategoryTheory/Bicategory/Adjunction/Adj.lean,Mathlib/Topology/Sheaves/Module.lean |
10 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
3-37015 3 days ago |
16-41589 16 days ago |
34-49340 34 days |
0 |
| 43565 |
Parcly-Taxel author:Parcly-Taxel |
refactor(Archive/FriendshipGraphs): golf everything |
Also remove the file's `set_option`s and `@[expose]`. Like #43434, no deprecations are added since this is a leaf file in Archive. |
tech debt |
103/293 |
Archive/Wiedijk100Theorems/FriendshipGraphs.lean |
1 |
8 |
['Parcly-Taxel', 'SnirBroshi', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
3-36944 3 days ago |
18-2147 18 days ago |
36-37566 36 days |
0 |
| 42536 |
JovanGerb author:JovanGerb |
fix(Linter/UnusedTactic): don't use `IO.Ref` for extensibility |
This PR cleans up the unused tactic linter extensibility implementation. Previously, this was implemented using a `PersistentEnvExtension` and an `IO.Ref`. The problem with the `IO.Ref` is that it creates "spooky action at a distance": a command later in the file can affect what happens earlier in the file. Instead, we can allow both local and global modifications using a `SimpleScopedEnvExtension`.
Previously, the list of exceptions was unnaturally split into the two files. This PR makes it into just a single list.
Additionally:
- `#allow_unused_tactic` is deprecated in favour of `allow_unused_tactic`
- We put a namespace around the `change?` syntax, so that `change?` is not anymore a declared constant.
---
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|
file-removed
t-linter
maintainer-merge
|
122/142 |
Mathlib.lean,Mathlib/Init.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Change.lean,Mathlib/Tactic/Linter/UnusedTactic.lean,Mathlib/Tactic/Linter/UnusedTacticExtension.lean,MathlibTest/Linter/UnusedTactic.lean |
7 |
26 |
['JovanGerb', 'adomani', 'github-actions', 'grunweg', 'leanprover-radar', 'mathlib-merge-conflicts', 'thorimur'] |
thorimur assignee:thorimur |
3-35242 3 days ago |
4-84156 4 days ago |
22-37702 22 days |
0 |
| 44740 |
user202729 author:user202729 |
chore(Algebra/Ring/CompTypeclasses): fix a typo and reformat slightly |
Change `σ₂₃` to `σ` in the header, this one is clearly a typo.
Do some minor reformatting for the rest of the file, which I think make it nicer.
---
|
t-algebra
new-contributor
label:t-algebra$ |
7/11 |
Mathlib/Algebra/Ring/CompTypeclasses.lean |
1 |
3 |
['github-actions', 'user202729', 'vihdzp'] |
nobody |
3-30867 3 days ago |
3-34536 3 days ago |
3-34201 3 days |
0 |
| 44743 |
vihdzp author:vihdzp |
refactor(Wiedijk100Theorems/AreaOfACircle): deprecate file |
The area formula for circles exists within Mathlib already, and in fact we also have formulas for the volume of an n-sphere. So we deprecate the file on the archive, in favor for the Mathlib theorem.
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Not sure if this is the right thing to do. Maybe we could change the link on 100.yaml, but still keep the archive file as an alternate proof of a similar result?
|
t-measure-probability |
16/5 |
Archive/Wiedijk100Theorems/AreaOfACircle.lean,Mathlib/MeasureTheory/Measure/Lebesgue/VolumeOfBalls.lean,docs/100.yaml |
3 |
1 |
['github-actions'] |
nobody |
3-30820 3 days ago |
3-32014 3 days ago |
3-31679 3 days |
0 |
| 44745 |
vihdzp author:vihdzp |
doc(SetTheory/Cardinality/Cofinality/Club): improve documentation |
We add tags to the file, and specify the uncountability condition in the docstring for Fodor's lemma.
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|
documentation
t-set-theory
easy
|
7/3 |
Mathlib/SetTheory/Cardinal/Cofinality/Club.lean |
1 |
1 |
['github-actions'] |
nobody |
3-29677 3 days ago |
3-30281 3 days ago |
3-29946 3 days |
0 |
| 44286 |
user202729 author:user202729 |
chore(Algebra/Group): use normal typeclass syntax for `Normal` |
Use the normal syntax to make `Normal` a typeclass instead of `attribute [class] Normal`.
This affects the proofs depending on this typeclass by making the member accessor `conj_mem` taking the `Normal` instance as an instance-implicit argument instead of an explicit one. They were refactored by simply letting the compiler infer the instance, which it always succeeds for the cases found in mathlib.
---
More discussion: Another effect of using `class` instead of `structure` is that the `‹…›` syntax cannot be used, however, for this specific typeclass it is not affected. It affects `Unique` though (not touched here). |
new-contributor
t-group-theory
|
7/11 |
Mathlib/Algebra/Group/Subgroup/Defs.lean,Mathlib/CategoryTheory/Action/Concrete.lean,Mathlib/CategoryTheory/Galois/EssSurj.lean,Mathlib/GroupTheory/Nilpotent.lean,Mathlib/RepresentationTheory/Coinvariants.lean,Mathlib/Topology/Algebra/Group/Subgroup.lean |
6 |
6 |
['github-actions', 'mathlib-merge-conflicts', 'tb65536', 'user202729'] |
nobody |
3-23414 3 days ago |
3-26089 3 days ago |
14-20940 14 days |
0 |
| 40266 |
WangJiabai author:WangJiabai |
feat(RingTheory/MvPolynomial): define generic determinantal ideals |
This PR adds a foundational API for determinantal ideals of the generic matrix.
It defines `Matrix.MinorIndex`, the corresponding minors of the existing generic
matrix `Matrix.mvPolynomialX`, the finite set of all `t × t` generic minors, and
the ideal generated by these minors in `MvPolynomial (Fin m × Fin n) R`.
It also proves basic membership, evaluation, coefficient-map/base-change, and
finite-generation lemmas.
This PR intentionally does not include the Sturmfels/KRS/straightening/Groebner
part of the development.
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Additional context:
This is extracted and refactored from a standalone project on determinantal
ideals and the Gröbner-basis theorem for generic determinantal ideals:
https://github.com/WangJiabai/Determinantal-Ideals-Formalization
The current PR is intentionally limited to the small foundational API for
generic minors and generic determinantal ideals.
AI use:
ChatGPT was used for planning/refactoring discussion, and Codex was used to
draft some proof scripts. I reviewed the statements and proofs and am
responsible for the submitted code.
[](https://gitpod.io/from-referrer/)
|
t-ring-theory
new-contributor
LLM-generated
|
178/0 |
Mathlib.lean,Mathlib/LinearAlgebra/Matrix/Determinant/Basic.lean,Mathlib/RingTheory/MvPolynomial/DeterminantalIdeal.lean |
3 |
26 |
['WangJiabai', 'github-actions', 'jjdishere', 'tb65536'] |
jjdishere assignee:jjdishere |
3-18918 3 days ago |
3-20321 3 days ago |
130-4723 130 days |
0 |
| 43722 |
tb65536 author:tb65536 |
refactor: replace `padicValNat` with `multiplicity` |
This doesn't fully deprecate `padicValNat`, but gets most of the way there. Full deprecation will be in a follow-up PR.
I directly replaced "padicValNat" with "multiplicity" in the declaration names. A few declarations of the form `padicValNat.foo` were manually renamed to `Nat.multiplicity_foo`.
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|
t-algebra
t-number-theory
label:t-algebra$ |
486/295 |
Archive/Imo/Imo2025Q3.lean,Mathlib/Data/Nat/Factorization/Basic.lean,Mathlib/Data/Nat/Factorization/Defs.lean,Mathlib/Data/Nat/PadicValNat.lean,Mathlib/NumberTheory/Harmonic/Int.lean,Mathlib/NumberTheory/Multiplicity.lean,Mathlib/NumberTheory/Ostrowski.lean,Mathlib/NumberTheory/Padics/MahlerBasis.lean,Mathlib/NumberTheory/Padics/PadicNorm.lean,Mathlib/NumberTheory/Padics/PadicNumbers.lean,Mathlib/NumberTheory/Padics/PadicVal/Basic.lean,Mathlib/NumberTheory/Padics/PadicVal/Defs.lean,Mathlib/NumberTheory/SumTwoSquares.lean,Mathlib/RingTheory/DividedPowers/Padic.lean,Mathlib/RingTheory/Polynomial/Cyclotomic/Eval.lean |
15 |
12 |
['Multramate', 'b-mehta', 'github-actions', 'mathlib-merge-conflicts', 'tb65536'] |
nobody |
3-17142 3 days ago |
3-18718 3 days ago |
31-438 31 days |
0 |
| 44161 |
tb65536 author:tb65536 |
refactor(Analysis/Normed/Unbundled/SeminormFromConst): deprecate `seminormFromConst'` |
Currently `seminormFromConst'` is a plain function, and `seminormFromConst` is the same function as ring seminorm under additional assumptions. But it turns out that these additional assumptions are not necessary.
This PR removes these additional assumptions and deprecates `seminormFromConst'`.
This required tinkering with the API slightly, so I also took the liberty of cleaning up some of these pre-`grw` proofs.
---
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|
t-analysis |
128/142 |
Mathlib/Analysis/Normed/Unbundled/IsPowMulUnique.lean,Mathlib/Analysis/Normed/Unbundled/SeminormFromConst.lean |
2 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
3-16828 3 days ago |
3-17402 3 days ago |
19-32379 19 days |
1 |
| 44754 |
ajirving author:ajirving |
feat(Analysis/Complex): existence of analytic logs and roots |
Extends the results in BranchLogRoot.lean to construct logs and nth roots of analytic functions. This required a new inverse function theorem lemma, analyticAt_comp_iff_right_of_deriv_ne_zero. This is similar to the existing analyticAt_comp_iff_of_deriv_ne_zero: the new result gives analyticity of the right factor of the composition whereas the existing result gives the left. Perhaps better names are needed to distinguish these two similar results.
---
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|
t-analysis |
50/1 |
Mathlib/Analysis/Calculus/InverseFunctionTheorem/Analytic.lean,Mathlib/Analysis/Complex/BranchLogRoot.lean |
2 |
2 |
['github-actions'] |
nobody |
3-15487 3 days ago |
3-17511 3 days ago |
3-17176 3 days |
0 |
| 44700 |
raoxiaojia author:raoxiaojia |
feat(Tactic): add an indecomposability decision simproc |
This PR adds a `reduceIsIndecomposable` simproc that decides whether `IsIndecomposable` or the negation of it holds for a matrix literal.
---
This is separated from the wip [general version](https://github.com/raoxiaojia/mathlib4/pull/9/), the latter of which also works on functional representation of matrices by introducing a general concept of `MatrixView` that handles different matrix representations (which can include more constructors in the future, such as sparse).
The question is essentially deciding whether the directed graph represented by the matrix is strongly connected. The simproc decides this by running two bfs on the graph from vertex 0 forwards and backwards. Tarjan's algorithm works but is a slight overkill; an existing implementation of Tarjan exists in `Tactic.Order.Graph.findSCCs` for resolving inequalities, but it doesn't help this simproc directly since that implementation doesn't return the witness for the SCCs.
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|
|
393/0 |
Mathlib.lean,Mathlib/LinearAlgebra/Matrix/Block.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Simproc/IsIndecomposable.lean,MathlibTest/Simproc/IsIndecomposable.lean |
5 |
1 |
['github-actions'] |
nobody |
3-15244 3 days ago |
3-85488 3 days ago |
3-85153 3 days |
0 |
| 44715 |
mycaule author:mycaule |
feat(Algebra/Module/FinitePresentation): `⊗` with a f.p. module commutes with `Π` |
Add `Module.FinitePresentation.piRightHom_bijective`: if `M` is a finitely presented `R`-module, then for any family of `R`-modules `P i` (with any index type) the canonical map `TensorProduct.piRightHom : M ⊗[R] (Π i, P i) → Π i, M ⊗[R] P i` is bijective. mathlib only had this for a finite index type (`TensorProduct.piRight`). The proof does the finite free case first (`Module.piRightHom_bijective_of_finite_free`). It then takes a presentation `R^m → R^n → M → 0` and applies the right-exact five lemma (`LinearMap.bijective_of_surjective_of_bijective_of_right_exact`).
This needs exactness of a product of exact sequences, which mathlib did not have for `Function.Exact`. So the PR also adds, in `Mathlib/Algebra/Exact/Basic.lean`:
`Function.MulExact.piMap` / `Function.Exact.piMap`
`Function.MulExact.prodMap` / `Function.Exact.prodMap`
They are stated for plain functions with `Pi.map` / `Prod.map`, so they apply directly to `LinearMap.piMap` and `LinearMap.prodMap`.
Changes to imports: `Mathlib.LinearAlgebra.TensorProduct.Pi` becomes a public import of `Algebra/Module/FinitePresentation.lean`, since the statement mentions `piRightHom`. `Mathlib.Algebra.FiveLemma` is added as a non-public import. It only imports `Algebra.Exact.Basic`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
67/1 |
Mathlib/Algebra/Exact/Basic.lean,Mathlib/Algebra/Module/FinitePresentation.lean |
2 |
2 |
['github-actions'] |
nobody |
3-12213 3 days ago |
3-49024 3 days ago |
3-48689 3 days |
0 |
| 44716 |
mycaule author:mycaule |
feat(Algebra/Module/FinitePresentation): characterize Noetherian rings by finitely presented modules |
Add `isNoetherianRing_iff_forall_finitePresentation`: a ring `R` is Noetherian if and only if every finitely generated `R`-module is finitely presented. This is the converse of `Module.finitePresentation_of_finite`. The proof applies the hypothesis to `R ⧸ I` and uses `Module.FinitePresentation.fg_ker` on `I.mkQ`. The modules are quantified over any universe `v` with `[Small.{v} R]`, using `Shrink`, so the statement covers both `R`'s own universe and larger ones.
Question for reviewers: whether to state it for cyclic modules only, or to keep this form.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
19/0 |
Mathlib/Algebra/Module/FinitePresentation.lean |
1 |
3 |
['github-actions'] |
nobody |
3-12212 3 days ago |
3-48993 3 days ago |
3-48658 3 days |
0 |
| 44724 |
mycaule author:mycaule |
feat(Algebra/Module/Torsion/PrimaryComponent): the I-primary component of an injective module is injective |
Add to `Mathlib/Algebra/Module/Torsion/PrimaryComponent.lean`, over a Noetherian ring `A` with an ideal `I`:
`Ideal.baer_of_primaryComponent_eq_top`
`Ideal.injective_of_primaryComponent_eq_top`
the instance `Ideal.primaryComponent.injective` (needs `Small.{v} A`, as `Module.Injective.extension_property` does)
If every element of `Q` is killed by a power of `I` (`primaryComponent Q I = ⊤`), then `Q` satisfies Baer's criterion as soon as linear maps into `Q` extend along the inclusions `N ⊆ A ⧸ I ^ n`. The proof: a map `g` from an ideal `J` has finitely generated source, so it is killed by one power `I ^ n`. By Artin–Rees, `J ⊓ I ^ (n + k) ≤ I ^ n • J`, so `g` factors through the image of `J` in `A ⧸ I ^ (n + k)`, and we extend there. Consequently, `Γ_I` preserves injective modules (Brodmann–Sharp, Proposition 2.1.4): an extension to `A ⧸ I ^ n` of a map into `Γ_I(Q)`, taken in `Q`, lands in `Γ_I(Q)`.
The file now imports `Mathlib.Algebra.Module.Injective` (public, for the statements) and `Mathlib.RingTheory.Filtration` (Artin–Rees, non-public). Both were already in its import closure through `DedekindDomain.Factorization`.
Questions for reviewers: whether this belongs in `PrimaryComponent.lean` or in a new file (e.g. next to `RingTheory/LocalProperties/Injective.lean`); the name `primaryComponent.injective` for the instance.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
107/0 |
Mathlib/Algebra/Module/Torsion/PrimaryComponent.lean |
1 |
2 |
['github-actions'] |
nobody |
3-12208 3 days ago |
3-15330 3 days ago |
3-14995 3 days |
0 |
| 44704 |
keithadler author:keithadler |
fix(Algebra/Category/MonCat): state the `CommMonCat` limit instances for `CommMonCat` |
`CommMonCat.forget_createsLimits*` (and the additive versions) were stated for `forget MonCat`, copied from the `MonCat` section, so `CommMonCat` had no such instances. This states them for `forget CommMonCat`, which needs `[UnivLE.{v, u}]` as for `forget_preservesLimitsOfSize`.
---
For reviewers: the `UnivLE` assumption is there because the `CommMonCat` `CreatesLimit` instance assumes the limit is `Small`; dropping it would mean reproving `forget₂CreatesLimit` without that assumption, which this PR does not attempt. #41551 edits the `noncomputable` keyword on the same lines, so whichever merges second needs a small rebase.
Found with [lean-linter](https://github.com/keithadler/lean-linter). Prepared with AI assistance (Claude); I checked the change and the build.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-algebra
LLM-generated
new-contributor
maintainer-merge
label:t-algebra$ |
5/5 |
Mathlib/Algebra/Category/MonCat/Limits.lean |
1 |
6 |
['github-actions', 'grunweg', 'keithadler'] |
nobody |
3-8603 3 days ago |
3-65969 3 days ago |
3-65634 3 days |
0 |
| 44668 |
justus-springer author:justus-springer |
chore(*): fix citation links split across lines |
CommonMark (the Markdown standard that's used in doc-gen) does not allow line breaks between link text and link label (this behavior is documented [here](https://spec.commonmark.org/0.31.2/#example-543)). That means these citations don't get rendered correctly. The fix is to add line break before the end of the link label.
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|
LLM-generated |
26/28 |
Mathlib/Algebra/EuclideanDomain/Defs.lean,Mathlib/Algebra/Jordan/Basic.lean,Mathlib/Algebra/Order/Kleene.lean,Mathlib/Analysis/InnerProductSpace/Dual.lean,Mathlib/Analysis/Normed/Unbundled/SpectralNorm.lean,Mathlib/CategoryTheory/Enriched/Basic.lean,Mathlib/Geometry/Manifold/Submersion.lean,Mathlib/GroupTheory/Subsemigroup/Center.lean,Mathlib/ModelTheory/Basic.lean,Mathlib/NumberTheory/Pell.lean,Mathlib/RingTheory/Polynomial/Chebyshev.lean,Mathlib/RingTheory/ZMod/UnitsCyclic.lean,Mathlib/Topology/MetricSpace/Snowflaking.lean |
13 |
7 |
['Multramate', 'github-actions', 'justus-springer'] |
nobody |
3-7835 3 days ago |
3-9716 3 days ago |
3-44212 3 days |
0 |
| 44691 |
vihdzp author:vihdzp |
refactor: move results about polynomial degrees outside of the `FiniteField` namespace |
They don't depend on the polynomial being over a finite field, at all.
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|
t-algebra label:t-algebra$ |
65/75 |
Mathlib/Algebra/Polynomial/Degree/Operations.lean,Mathlib/FieldTheory/Finite/Basic.lean,Mathlib/FieldTheory/Finite/Extension.lean,Mathlib/FieldTheory/Finite/GaloisField.lean,Mathlib/FieldTheory/Galois/NormalBasis.lean,Mathlib/FieldTheory/KummerPolynomial.lean,Mathlib/RingTheory/Polynomial/Cyclotomic/Basic.lean |
7 |
2 |
['artie2000', 'github-actions'] |
nobody |
3-4761 3 days ago |
4-33524 4 days ago |
4-36480 4 days |
0 |
| 44355 |
artie2000 author:artie2000 |
chore(Order): move Order/CompleteLattice/SetLike.lean to more descriptive location |
Order/CompleteLattice/SetLike.lean -> Order/CompleteSublattice/SetLike.lean
Order/CompleteSublattice.lean -> Order/CompleteSublattice/Basic.lean
This clears the file location for the material in #44253
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|
file-removed |
5/5 |
Mathlib.lean,Mathlib/Order/CompleteSublattice/Basic.lean,Mathlib/Order/CompleteSublattice/SetLike.lean,Mathlib/RingTheory/SimpleModule/Isotypic.lean,Mathlib/SetTheory/Descriptive/Tree.lean |
5 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
3-3673 3 days ago |
3-4577 3 days ago |
12-6446 12 days |
1 |
| 42844 |
plp127 author:plp127 |
refactor(Logic/Hydra): cleanup file |
Change the definition of `CutExpand` to be more correct. Rename some theorems and add some theorems.
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|
t-logic |
101/50 |
Mathlib/Logic/Hydra.lean |
1 |
8 |
['github-actions', 'mathlib-merge-conflicts', 'plp127', 'vihdzp'] |
nobody |
3-2587 3 days ago |
3-3263 3 days ago |
56-49525 56 days |
0 |
| 44634 |
3y3y3y-huaiji author:3y3y3y-huaiji |
refactor(RingTheory/Ideal): deprecate Ideal.mul_eq_inf_of_coprime |
Deprecate `Ideal.mul_eq_inf_of_coprime` in favor of `Ideal.mul_eq_inf_of_isCoprime`, resolving the TODO in `Mathlib/RingTheory/Ideal/Operations.lean`.
---
> [!NOTE]
> **LLM Disclosure / AI Use**: This PR was prepared with the assistance of an LLM (`LLM-generated`). All proofs and statements have been formally verified by Lean 4 and checked with linters.
|
t-ring-theory
LLM-generated
new-contributor
|
10/8 |
Mathlib/RingTheory/Ideal/Operations.lean |
1 |
4 |
['3y3y3y-huaiji', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
3-2120 3 days ago |
3-3999 3 days ago |
5-27933 5 days |
0 |
| 44610 |
plp127 author:plp127 |
chore: dualize `HeytingAlgebra` more |
Use `to_dual_for` to connect `GeneralizedHeytingAlgebra.mk` and `GeneralizedHeytingAlgebra.le_himp_iff` with their duals. Also dualize some `BiheytingAlgebra` declarations.
---
- [x] depends on: #44608
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|
t-order |
37/84 |
Mathlib/Order/Heyting/Basic.lean |
1 |
3 |
['github-actions', 'mathlib-dependent-issues', 'plp127'] |
nobody |
3-1946 3 days ago |
3-11693 3 days ago |
3-11611 3 days |
2 |
| 40636 |
xroblot author:xroblot |
feat(RingTheory/FractionalIdeal): add HasUniqueRoots instance |
- Adds `FractionalIdeal.hasUniqueRoots_of_le_nonZeroDivisors`: if `S ≤ R⁰` and `[HasUniqueRoots (Ideal R)]`, then `HasUniqueRoots (FractionalIdeal S P)`.
- Derives the corresponding instance for the fraction field case (`S = R⁰`).
Also adds a discoverability note in `DedekindDomain/Ideal/Basic.lean` pointing to `Mathlib.Algebra.GroupWithZero.Torsion` for the `HasUniqueRoots (Ideal A)` instance (hence also `HasUniqueRoots (FractionalIdeal A⁰ K)`).
:robot: This PR was extracted from the [SKW project](https://github.com/xroblot/SKW) by Claude.
---
|
t-ring-theory |
18/0 |
Mathlib/RingTheory/FractionalIdeal/Operations.lean |
1 |
13 |
['github-actions', 'jjdishere', 'mathlib-merge-conflicts', 'tb65536', 'xroblot'] |
mattrobball assignee:mattrobball |
3-1852 3 days ago |
3-2615 3 days ago |
88-48153 88 days |
0 |
| 44762 |
Julian-Kuelshammer author:Julian-Kuelshammer |
feat(Combinatorics/Enumerative/Catalan/BracketingFunction): adds Huang-Tamari's bracketing functions |
This PR defines bracketing functions, an elementary description of the Tamari lattice. This PR is intentially kept short and just adds the definition and a bit of basic API. There are potential follow-ups proving that these are counted by the Catalan numbers and giving the lattice instance, for a preview see https://github.com/Julian-Kuelshammer/ExtensionClosedSubcategoriesOfAn/blob/main/ExtensionClosedSubcategoriesOfAn/BracketingFunctions.lean
A first version of the file was created with the help of Aristotle and Claude.
---
|
new-contributor
t-combinatorics
LLM-generated
|
102/0 |
Mathlib.lean,Mathlib/Combinatorics/Enumerative/Catalan/BracketingFunction.lean |
2 |
4 |
['Julian-Kuelshammer', 'github-actions'] |
nobody |
3-1352 3 days ago |
3-1920 3 days ago |
3-1979 3 days |
0 |
| 44537 |
vincentqb author:vincentqb |
feat(Analysis/Convex/Cone): prove that open sets have open hulls |
This PR proves `ConvexCone.isOpen_hull`: if addition and multiplication by each fixed scalar are continuous, the convex cone hull of an open set is open. It defines `ConvexCone.interior`, with coercion, membership, and equality lemmas parallel to the closure API. The hull theorem then follows from cone minimality.
The original hypotheses do not suffice, see #44689 for a counterexample.
---
AI-assisted contribution.
|
t-analysis
LLM-generated
new-contributor
file-removed
|
59/24 |
Mathlib.lean,Mathlib/Analysis/Convex/Cone/Basic.lean,Mathlib/Analysis/Convex/Cone/Interior.lean,Wanted.lean,Wanted/Analysis/Convex/Cone/Basic.lean |
5 |
15 |
['github-actions', 'pepamontero', 'vincentqb'] |
nobody |
2-86319 2 days ago |
4-39439 4 days ago |
7-52379 7 days |
0 |
| 43708 |
Thmoas-Guan author:Thmoas-Guan |
feat(RingTheory): definition of Koszul complex |
Definition of Koszul cocomplex.
---
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
188/0 |
Mathlib.lean,Mathlib/RingTheory/KoszulComplex/Complex.lean |
2 |
3 |
['Whysoserioushah', 'github-actions'] |
nobody |
2-84829 2 days ago |
33-11590 33 days ago |
33-11255 33 days |
3 |
| 43707 |
Thmoas-Guan author:Thmoas-Guan |
feat(RingTheory): definition of Koszul cocomplex |
Definition of Koszul complex.
---
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|
t-ring-theory |
172/0 |
Mathlib.lean,Mathlib/RingTheory/KoszulComplex/Cocomplex.lean |
2 |
1 |
['github-actions'] |
nobody |
2-84807 2 days ago |
33-11593 33 days ago |
33-11258 33 days |
2 |
| 40948 |
Thmoas-Guan author:Thmoas-Guan |
feat(LinearAlgebra): exterior power commute with base change |
In this PR, we added the commute of exterior power and base change.
AI usage: filling in construction of the final equivalence with lemmas decribing it, all the preliminary constructions are refactored by human later.
Co-authored-by: Zichen Wang <zichenwang25@stu.pku.edu.cn>
---
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[](https://gitpod.io/from-referrer/)
|
t-algebra
LLM-generated
label:t-algebra$ |
166/0 |
Mathlib.lean,Mathlib/LinearAlgebra/ExteriorPower/BaseChange.lean |
2 |
19 |
['Thmoas-Guan', 'github-actions', 'grunweg', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'ocfnash'] |
joelriou assignee:joelriou |
2-83772 2 days ago |
2-83772 2 days ago |
106-79135 106 days |
1 |
| 44773 |
justus-springer author:justus-springer |
doc(*): add bib entries for free-text references |
The result of an LLM-assisted audit to find free-text references with no entry in `references.bib`. Most bib entries come from zbmath (those have a `zbl` entry). A few didn't have an entry there, so they come from other sources.
Some small notes:
- I added the other authors to `boldetal2017`,
- In `LinearAlgebra/Matrix/Polynomial.lean`, my LLM flagged that Section 5.3 is probably not the appropriate section to cite for this file, and in fact, it seems to be a historical artifact. I checked the paper and Proposition 2.2 fits much better here, so I changed it.
- Wittlich's Master thesis is not available online, but the docstring came from a trustworthy source so I just used the details given there for the bib entry.
---
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|
LLM-generated |
284/33 |
Mathlib/Analysis/CStarAlgebra/Module/Defs.lean,Mathlib/Analysis/InnerProductSpace/Defs.lean,Mathlib/Analysis/InnerProductSpace/Projection/Basic.lean,Mathlib/CategoryTheory/Adjunction/Lifting/Left.lean,Mathlib/CategoryTheory/Adjunction/Lifting/Right.lean,Mathlib/Combinatorics/Additive/AP/Three/Behrend.lean,Mathlib/Combinatorics/Additive/CauchyDavenport.lean,Mathlib/Combinatorics/Compactness.lean,Mathlib/Computability/AkraBazzi/AkraBazzi.lean,Mathlib/Computability/AkraBazzi/SumTransform.lean,Mathlib/Geometry/Euclidean/Angle/Oriented/Basic.lean,Mathlib/InformationTheory/Coding/Kraft.lean,Mathlib/InformationTheory/Coding/KraftMcMillan.lean,Mathlib/LinearAlgebra/Matrix/Adjugate.lean,Mathlib/LinearAlgebra/Matrix/Polynomial.lean,Mathlib/MeasureTheory/Measure/Haar/Basic.lean,Mathlib/NumberTheory/EllipticDivisibilitySequence.lean,Mathlib/Probability/Independence/Basic.lean,Mathlib/Topology/Algebra/InfiniteSum/Defs.lean,Mathlib/Topology/Category/Compactum.lean,docs/references.bib |
21 |
1 |
['github-actions'] |
nobody |
2-79157 2 days ago |
2-81079 2 days ago |
2-80744 2 days |
0 |
| 44771 |
JovanGerb author:JovanGerb |
feat(Linter/UnusedTactic): improve warning message |
This PR lets the unused tactic linter emit a different error message based on whether the tactic is never executed, or if it is executed but it didn't change the goal.
---
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|
t-linter |
53/55 |
Mathlib/Tactic/Linter/UnusedTactic.lean,MathlibTest/Linter/UnusedTactic.lean,MathlibTest/TacticAnalysis.lean |
3 |
2 |
['JovanGerb', 'github-actions'] |
nobody |
2-77649 2 days ago |
2-81486 2 days ago |
2-81151 2 days |
1 |
| 44674 |
justus-springer author:justus-springer |
doc(*): fix citation key typos |
Fixes malformed citation keys so they point to the correct reference. I believe all of these are just typos, with possibly one exceptions: `diestel2017` may be pointing to the older edition of the book (we only have the 2025 edition in references.bib). I checked the new edition, and Section 1.9 still covers bonds, so this is still a valid comment.
- [x] depends on: #44758
---
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|
LLM-generated |
53/51 |
Mathlib/Algebra/Homology/HomotopyCategory/KInjective.lean,Mathlib/Algebra/Homology/HomotopyCategory/KProjective.lean,Mathlib/Algebra/Homology/LocalCohomology.lean,Mathlib/AlgebraicGeometry/Noetherian.lean,Mathlib/AlgebraicGeometry/ProjectiveSpectrum/Scheme.lean,Mathlib/AlgebraicGeometry/ProjectiveSpectrum/StructureSheaf.lean,Mathlib/AlgebraicGeometry/StructureSheaf.lean,Mathlib/AlgebraicTopology/SimplicialCategory/Basic.lean,Mathlib/Analysis/SpecialFunctions/Bernstein.lean,Mathlib/CategoryTheory/Bicategory/Grothendieck.lean,Mathlib/CategoryTheory/FiberedCategory/Grothendieck.lean,Mathlib/CategoryTheory/Limits/Shapes/Pullback/PullbackObjObj.lean,Mathlib/Combinatorics/Graph/Connected/EdgeCut.lean,Mathlib/Computability/TuringDegree.lean,Mathlib/GroupTheory/Focal.lean,Mathlib/MeasureTheory/Integral/Bochner/VitaliCaratheodory.lean,Mathlib/MeasureTheory/Integral/IntervalIntegral/FundThmCalculus.lean,Mathlib/MeasureTheory/Integral/RieszMarkovKakutani/Basic.lean,Mathlib/MeasureTheory/Integral/RieszMarkovKakutani/NNReal.lean,Mathlib/MeasureTheory/Integral/RieszMarkovKakutani/Real.lean,Mathlib/MeasureTheory/Measure/PreVariation.lean,Mathlib/MeasureTheory/VectorMeasure/Variation/Basic.lean,Mathlib/MeasureTheory/VectorMeasure/Variation/Defs.lean,Mathlib/NumberTheory/NumberField/Cyclotomic/Galois.lean,Mathlib/Order/PrimeSeparator.lean,Mathlib/Probability/Kernel/Deterministic.lean,Mathlib/RingTheory/DividedPowers/RatAlgebra.lean,Mathlib/RingTheory/GradedAlgebra/HomogeneousLocalization.lean,Mathlib/RingTheory/LittleWedderburn.lean,Mathlib/Topology/UniformSpace/Ultra/Basic.lean,docs/references.bib |
31 |
13 |
['Multramate', 'github-actions', 'grunweg', 'justus-springer', 'mathlib-dependent-issues'] |
nobody |
2-75503 2 days ago |
2-75506 2 days ago |
3-1288 3 days |
0 |
| 44774 |
xroblot author:xroblot |
feat(Algebra/QuadraticAlgebra): integral elements of quadratic algebras |
We characterize the elements of a quadratic algebra `QuadraticAlgebra K a b` that are integral over a subring `R` of `K` in which `R` is integrally closed: they are exactly the elements whose trace and norm lie in `R` (`QuadraticAlgebra.isIntegral_iff`).
Along the way, we add conjugation as an algebra automorphism, `QuadraticAlgebra.starAlgEquiv`.
Prepared with Claude Code 🤖
|
t-algebra label:t-algebra$ |
105/0 |
Mathlib.lean,Mathlib/Algebra/QuadraticAlgebra/Basic.lean,Mathlib/Algebra/QuadraticAlgebra/Integral.lean |
3 |
1 |
['github-actions'] |
nobody |
2-75301 2 days ago |
2-76193 2 days ago |
2-76860 2 days |
5 |
| 38716 |
YaelDillies author:YaelDillies |
feat(Algebra/Order): `NNRat.cast_sub` |
From AddCombi
---
- [x] depends on: #41850
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|
t-algebra label:t-algebra$ |
13/2 |
Mathlib/Algebra/Order/Field/Rat.lean,Mathlib/Data/NNRat/Defs.lean |
2 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
riccardobrasca assignee:riccardobrasca |
2-70182 2 days ago |
82-16700 82 days ago |
82-22650 82 days |
2 |
| 43612 |
YaelDillies author:YaelDillies |
feat(Geometry/Convex): `positivity` extension for `StdSimplex.weights` |
Also add some Qq helper to Qq-match a type with `Finsupp`.
From the Polyhedra in Berlin workshop where people would have found it useful for `positivity` to close some goals.
Generated by Claude Opus in a few prompts worth of review.
Assisted-by: Claude Opus 5
---
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|
t-convex-geometry
t-meta
|
124/6 |
Mathlib/Data/Finsupp/Defs.lean,Mathlib/Geometry/Convex/ConvexSpace/Defs.lean,Mathlib/Util/Qq.lean,MathlibTest/Tactic/Positivity.lean |
4 |
28 |
['Vierkantor', 'YaelDillies', 'eric-wieser', 'github-actions', 'grunweg', 'mathlib-merge-conflicts'] |
grunweg assignee:grunweg |
2-69176 2 days ago |
2-72014 2 days ago |
27-62165 27 days |
1 |
| 43261 |
YaelDillies author:YaelDillies |
feat(Geometry/Convex): cancellative convex spaces |
Define cancellative convex spaces as those space where non-trivial convex combinations are injective in any of their inputs. Show that modules, affine spaces, products of cancellative convex spaces, subspaces of cancellative convex spaces... are cancellative convex spaces.
Cancellative convex spaces are the correct setting for a large number of convexity concepts. Such a convex space embeds into some (canonical) affine space and therefore satisfies the geometrically intuitive properties of convexity. Non-cancellative convex spaces are pathological from the point of view of polytope theory.
[nLab](https://ncatlab.org/nlab/show/convex+space)
Generated by Claude Opus, reviewed and golfed by myself.
From the Polytopes in Berlin workshop, where participants were confused whether they could generalise their results from affine spaces to convex spaces.
Assisted-by: Claude Opus 5
---
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|
t-convex-geometry
LLM-generated
|
208/14 |
Mathlib/Algebra/Order/GroupWithZero/Basic.lean,Mathlib/Data/Finsupp/Basic.lean,Mathlib/Geometry/Convex/ConvexSpace/AffineSpace.lean,Mathlib/Geometry/Convex/ConvexSpace/Defs.lean,Mathlib/Geometry/Convex/ConvexSpace/Module.lean,Mathlib/Geometry/Convex/ConvexSpace/Prod.lean,Mathlib/Geometry/Convex/Set.lean |
7 |
11 |
['YaelDillies', 'b-mehta', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
2-68355 2 days ago |
2-71572 2 days ago |
38-43665 38 days |
2 |
| 26479 |
thefundamentaltheor3m author:thefundamentaltheor3m |
feat(Analysis/Complex/CauchyIntegral): Cauchy–Goursat for Unbounded Rectangles |
In this PR, we prove versions of the Cauchy-Goursat theorem where the contours in question are rectangular and unbounded (ie, where the contours look like the $\bigsqcup$ symbol). I am not sure if I have formalised these in the best way, or if `Analysis.Complex.CauchyIntegral` is the best place for them (it might be prudent to reorganise the file into multiple files at some point), but I believe this is a useful result. Suggestions welcome.
---
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|
new-contributor
t-analysis
sphere-packing
maintainer-merge
|
169/0 |
Mathlib/Analysis/Complex/CauchyIntegral.lean |
1 |
53 |
['github-actions', 'j-loreaux', 'loefflerd', 'mathlib-splicebot', 'mathlib4-merge-conflict-bot', 'ocfnash', 'thefundamentaltheor3m', 'themathqueen', 'wwylele'] |
j-loreaux assignee:j-loreaux |
2-57239 2 days ago |
13-47309 13 days ago |
141-39880 141 days |
0 |
| 44448 |
thefundamentaltheor3m author:thefundamentaltheor3m |
feat(Data/Nat/Choose/Bounds): an upper-bound for functions with Ramse… |
…y numer-like upper-bounds
I am a little unsure about the naming and the location, but it seems like it would be useful for anything to do with Ramsey numbers or Erdos-Szekeres numbers, except it applies to any function satisfying that kind of recursive upper-bound.
---
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|
t-data |
14/0 |
Mathlib/Data/Nat/Choose/Bounds.lean |
1 |
6 |
['SnirBroshi', 'github-actions', 'thefundamentaltheor3m'] |
nobody |
2-56288 2 days ago |
11-31297 11 days ago |
11-36040 11 days |
0 |
| 41540 |
plp127 author:plp127 |
chore: rename arguments of `Nat.strong_induction_on` |
Name the motive `motive` and name the minor premises according to the case. Also rename for `Fin.strong_induction_on`.
---
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|
|
67/71 |
Archive/Imo/Imo1981Q3.lean,Archive/Imo/Imo2024Q3.lean,Mathlib/Algebra/ContinuedFractions/Euler.lean,Mathlib/Algebra/Lie/LieTheorem.lean,Mathlib/Algebra/Polynomial/Derivative.lean,Mathlib/Algebra/Polynomial/RuleOfSigns.lean,Mathlib/Algebra/Polynomial/Sequence.lean,Mathlib/Analysis/Analytic/Inverse.lean,Mathlib/Analysis/Analytic/Uniqueness.lean,Mathlib/Combinatorics/Enumerative/Bell.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Subgraph.lean,Mathlib/Computability/Language.lean,Mathlib/Data/Fin/Basic.lean,Mathlib/Data/Fintype/Basic.lean,Mathlib/Data/Fintype/Card.lean,Mathlib/Data/Nat/Choose/Central.lean,Mathlib/Data/Nat/Digits/Lemmas.lean,Mathlib/Data/Nat/Init.lean,Mathlib/Data/Nat/Nth.lean,Mathlib/FieldTheory/IsRealClosed/Basic.lean,Mathlib/FieldTheory/Separable.lean,Mathlib/GroupTheory/GroupAction/Jordan.lean,Mathlib/GroupTheory/Nilpotent.lean,Mathlib/GroupTheory/SpecificGroups/Cyclic.lean,Mathlib/LinearAlgebra/Eigenspace/Triangularizable.lean,Mathlib/LinearAlgebra/Finsupp/Pi.lean,Mathlib/LinearAlgebra/Multilinear/Basic.lean,Mathlib/ModelTheory/Arithmetic/Presburger/Semilinear/Defs.lean,Mathlib/NumberTheory/Bernoulli.lean,Mathlib/NumberTheory/BernoulliPolynomials.lean,Mathlib/NumberTheory/DiophantineApproximation/Basic.lean,Mathlib/NumberTheory/ModularForms/LevelOne/DimensionFormula.lean,Mathlib/NumberTheory/Pell.lean,Mathlib/NumberTheory/Primorial.lean,Mathlib/Order/Fin/Basic.lean,Mathlib/Order/KrullDimension.lean,Mathlib/RingTheory/AdjoinRoot.lean,Mathlib/RingTheory/Etale/QuasiFinite.lean,Mathlib/RingTheory/Ideal/KrullsHeightTheorem.lean,Mathlib/RingTheory/Ideal/Quotient/Nilpotent.lean,Mathlib/RingTheory/IntegralClosure/IsIntegral/AlmostIntegral.lean,Mathlib/RingTheory/LittleWedderburn.lean,Mathlib/RingTheory/Polynomial/Basic.lean,Mathlib/RingTheory/Polynomial/Cyclotomic/Basic.lean,Mathlib/RingTheory/Polynomial/Cyclotomic/Eval.lean,Mathlib/RingTheory/Polynomial/IsIntegral.lean,Mathlib/RingTheory/Polynomial/Nilpotent.lean,Mathlib/RingTheory/Polynomial/Resultant/Basic.lean,Mathlib/RingTheory/WittVector/Defs.lean,Mathlib/RingTheory/WittVector/Frobenius.lean,Mathlib/RingTheory/WittVector/StructurePolynomial.lean,Mathlib/RingTheory/ZariskisMainTheorem.lean,Mathlib/SetTheory/Cardinal/NatCard.lean,Mathlib/Topology/Metrizable/Uniformity.lean |
54 |
4 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
2-52736 2 days ago |
2-57539 2 days ago |
63-37584 63 days |
0 |
| 44783 |
ZRTMRH author:ZRTMRH |
feat(Analysis/MeanInequalities): n-ary ℓ^p monotonicity and Lyapunov's inequality |
Add finite-sum versions of the two-term power inequalities in `Analysis/MeanInequalitiesPow.lean`, in `ℝ≥0`, `ℝ` and `ℝ≥0∞`:
* `sum_rpow_le_rpow_sum`: `∑ i ∈ s, f i ^ p ≤ (∑ i ∈ s, f i) ^ p` for `1 ≤ p`
* `rpow_sum_rpow_le`: the `ℓ^p` (quasi)norm `(∑ i ∈ s, f i ^ p) ^ (1 / p)` is antitone in `p > 0`
* `rpow_sum_le_sum_rpow`: `(∑ i ∈ s, f i) ^ p ≤ ∑ i ∈ s, f i ^ p` for `0 < p ≤ 1`
Also add Lyapunov's inequality in `Analysis/MeanInequalities.lean`, `NNReal.lyapunov_inequality` and `Real.lyapunov_inequality_of_nonneg`: the weighted moments `t ↦ ∑ i ∈ s, w i * f i ^ t` are log-convex on `[0, ∞)`.
The code was refined with AI assistance (Claude). The code has been reviewed by the author.
Discussion on zulip: [ℓp norm monotonicity for finite sums](https://leanprover.zulipchat.com/#narrow/channel/217875-Is-there-code-for-X.3F/topic/.E2.84.93p.20norm.20monotonicity.20for.20finite.20sums)
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|
t-analysis
LLM-generated
new-contributor
|
122/0 |
Mathlib/Analysis/MeanInequalities.lean,Mathlib/Analysis/MeanInequalitiesPow.lean |
2 |
3 |
['ZRTMRH', 'github-actions'] |
nobody |
2-51714 2 days ago |
2-54831 2 days ago |
2-54496 2 days |
0 |
| 44628 |
JovanGerb author:JovanGerb |
chore(CategoryTheory/Monad): use `to_dual` |
This PR uses `to_dual` for `Monad`/`Comonad`, and for the Kleisli and Eilenberg Moore categories.
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tech debt
t-category-theory
|
174/393 |
Mathlib/CategoryTheory/Monad/Algebra.lean,Mathlib/CategoryTheory/Monad/Basic.lean,Mathlib/CategoryTheory/Monad/Kleisli.lean |
3 |
1 |
['github-actions'] |
nobody |
2-49978 2 days ago |
2-51051 2 days ago |
2-51922 2 days |
0 |
| 44423 |
JovanGerb author:JovanGerb |
fix(Translate): support `@[deprecated +typeChanged]` |
Previously, `to_additive (deprecated +typeChanged)` didn't work because the syntax match used by `to_additive` did not account for the `+typeChanged` syntax (because at the time this was written, `+typeChanged` did not exist). This PR fixes that.
Reported by Aaron Liu.
---
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t-meta |
20/12 |
Mathlib/Tactic/Translate/Core.lean,MathlibTest/Attribute/ToAdditive/Basic.lean |
2 |
6 |
['JovanGerb', 'github-actions', 'grunweg', 'joneugster', 'plp127'] |
joneugster assignee:joneugster |
2-49948 2 days ago |
2-49948 2 days ago |
9-68889 9 days |
2 |
| 40968 |
JovanGerb author:JovanGerb |
chore(Translate): let linter options start with `linter.translate` |
This PR renames the linter options used by `to_additive`/`to_dual` so that they start with `linter.translate.`.
I've only added a deprecation for `linter.translate.overwrite`, since that is the only of these linter options for which there is a valid reason to use it. Though I highly doubt that even that one is used outside of mathlib.
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t-meta |
85/40 |
Mathlib/CategoryTheory/Monoidal/Mod.lean,Mathlib/CategoryTheory/Monoidal/Mon.lean,Mathlib/GroupTheory/FreeGroup/Basic.lean,Mathlib/GroupTheory/GroupAction/Hom.lean,Mathlib/GroupTheory/MonoidLocalization/Basic.lean,Mathlib/Order/Notation.lean,Mathlib/Tactic/Translate/Core.lean,MathlibTest/Attribute/ToAdditive/Basic.lean,MathlibTest/Attribute/ToDual.lean,MathlibTest/DeprecateTo.lean,MathlibTest/Linter/DupNamespace.lean |
11 |
6 |
['JovanGerb', 'github-actions', 'grunweg', 'mathlib-merge-conflicts'] |
nobody |
2-48615 2 days ago |
2-52491 2 days ago |
2-64233 2 days |
0 |
| 41861 |
stalex444 author:stalex444 |
feat(Algebra/Order/Floor): floor-of-sum dichotomy via fractional parts |
This PR adds four lemmas in Mathlib/Algebra/Order/Floor/Ring.lean, placed in the fractional-part section, complementing the existing one-sided bounds le_floor_add and le_floor_add_floor.
Here are the lemmas:
* floor_add_eq — writes ⌊a + b⌋ exactly as ⌊a⌋ + ⌊b⌋ + ⌊fract a + fract b⌋
* floor_add_eq_add_iff — the floors add exactly ⟺ the fractional parts sum below 1
* floor_add_eq_add_add_one_iff — the +1 case ⟺ the fractional parts sum to at least 1
* floor_add_eq_or — the dichotomy: it's always one or the other
The library has the two inequalities but not the exact case analysis, and this closes that small gap. In addition, these are the lemmas for the mechanical/Beatty-word development proposed here --https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Sturmian.20.28mechanical.29.20words/near/610836902.
Claude helped draft the Lean code; I reviewed the code, built the module locally, and it compiled.
---
I'm flexible on the lemma names should reviewers prefer different forms
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t-algebra
LLM-generated
new-contributor
maintainer-merge
label:t-algebra$ |
47/0 |
Mathlib/Algebra/Order/Floor/Ring.lean |
1 |
16 |
['BoltonBailey', 'github-actions', 'mathlib-merge-conflicts', 'stalex444', 'themathqueen'] |
nobody |
2-48392 2 days ago |
2-50166 2 days ago |
67-66279 67 days |
0 |
| 44569 |
JovanGerb author:JovanGerb |
fix(Tactic/CategoryTheory/Slice): do not generate redundant goals |
This PR fixes the `slice`/`slice_lhs`/`slice_rhs` tactics to not generate goals other than the intended one. The fix to use the `lhs` and `rhs` conv mode tactics instead of `congr` (which generates multiple goals).
This is a step towards supporting the multiGoal linter in `conv` mode, but is also a nice fix on its own.
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|
t-meta |
31/10 |
Mathlib/Tactic/CategoryTheory/Slice.lean,MathlibTest/CategoryTheory/Slice.lean |
2 |
2 |
['github-actions', 'joneugster'] |
joneugster assignee:joneugster |
2-47835 2 days ago |
2-49833 2 days ago |
5-34951 5 days |
0 |
| 43885 |
plp127 author:plp127 |
refactor: reduce defeq abuse in `Representation.asModule` |
Reduce defeq abuse around `Representation.asModule` by adding explicitly uses of `Representation.asModuleEquiv` to convert between `V` and `ρ.asModule`. Also reorganize some `@[simp]` lemmas and fix some naming issues.
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|
t-algebra
tech debt
label:t-algebra$ |
70/89 |
Mathlib/RepresentationTheory/Basic.lean,Mathlib/RepresentationTheory/Intertwining.lean,Mathlib/RepresentationTheory/Rep/Iso.lean,Mathlib/RepresentationTheory/Submodule.lean,Mathlib/RepresentationTheory/Subrepresentation.lean |
5 |
21 |
['JX-Mo', 'github-actions', 'plp127'] |
nobody |
2-47128 2 days ago |
23-68199 23 days ago |
27-63719 27 days |
0 |
| 38472 |
Raph-DG author:Raph-DG |
feat(AlgebraicGeometry): The Weil divisor associated to an element of the function field on a locally Noetherian integral scheme |
In this PR we define and provide some basic API for principal Weil divisors, i.e. the Weil divisor associated to an element of the function field of a locally noetherian, integral scheme.
- [x] depends on: #29774
- [x] depends on: #37985
- [x] depends on: #37901
- [x] depends on: #38002
- [x] depends on: #41317
---
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t-algebraic-geometry |
209/2 |
Mathlib.lean,Mathlib/AlgebraicGeometry/AlgebraicCycle/Basic.lean,Mathlib/AlgebraicGeometry/AlgebraicCycle/Principal.lean,Mathlib/AlgebraicGeometry/Noetherian.lean,Mathlib/AlgebraicGeometry/OrderOfVanishing.lean,Mathlib/AlgebraicGeometry/Restrict.lean,Mathlib/Topology/LocallyFinsupp.lean |
7 |
13 |
['Brian-Nugent', 'Raph-DG', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
joelriou assignee:joelriou |
2-46591 2 days ago |
16-12507 16 days ago |
38-19316 38 days |
1 |
| 41956 |
mckoen author:mckoen |
feat(CategoryTheory/Quotient): the quotient category is monoidal |
If `r : HomRel C` is a congruence on a (braided, symmetric) monoidal (resp. preadditive, linear) category `C` which satisfies certain compatibilities with left and right whiskering (resp. addition/scalar multiplication), then `Quotient r` is also (braided, symmetric) monoidal (resp. preadditive, linear).
---
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|
t-category-theory |
237/0 |
Mathlib.lean,Mathlib/CategoryTheory/Quotient/Monoidal.lean |
2 |
15 |
['dagurtomas', 'github-actions', 'joelriou', 'mckoen', 'robin-carlier'] |
robin-carlier assignee:robin-carlier |
2-46590 2 days ago |
3-54102 3 days ago |
60-7661 60 days |
0 |
| 41957 |
YijunYuan author:YijunYuan |
feat(NumberTheory/Padics/Complex): add densely normed field and separable space instances |
Equip the field `ℂ_[p]` of `p`-adic complex numbers and its dense subfield
`PadicAlgCl p` (the algebraic closure of `ℚ_[p]`) with two further standard
typeclass instances.
Main additions:
* `DenselyNormedField (PadicAlgCl p)`: the norm takes values dense in the
positive reals. The witness between two given bounds `a < b` is built from an
`n`-th root `z` of `p` (which exists since `PadicAlgCl p` is algebraically
closed): choosing `n` so that `(a / b) ^ n < ‖p‖` gives `a / b < ‖z‖ < 1`, and
some integer power `z ^ m` then has norm strictly between `a` and `b`.
* `SeparableSpace (PadicAlgCl p)`: the elements algebraic over `ℚ` form a
countable dense subset. Density follows from continuity of roots — `α` is a
root of its minimal polynomial `f` over `ℚ_[p]`, and approximating the
coefficients of `f` by a polynomial `g` over the dense subfield `ℚ` yields a
root `β` of `g` (hence algebraic over `ℚ`) arbitrarily close to `α`.
* The corresponding instances `DenselyNormedField ℂ_[p]` and
`SeparableSpace ℂ_[p]` are then inferred, `ℂ_[p]` being the completion of
`PadicAlgCl p`.
Supporting general instance:
* `DenselyNormedField (UniformSpace.Completion A)` for a densely normed field
`A` with `CompletableTopField A`, since the norm on the completion extends the
norm on `A`.
The existing `NontriviallyNormedField` instances on `PadicAlgCl p` and `ℂ_[p]`
are simplified to `inferInstance`, as they now follow from the new
`DenselyNormedField` instances. |
new-contributor
t-number-theory
t-algebra
label:t-algebra$ |
123/19 |
Mathlib/Analysis/Normed/Field/Dense.lean,Mathlib/Analysis/Normed/Module/Completion.lean,Mathlib/NumberTheory/Padics/Complex.lean |
3 |
11 |
['YijunYuan', 'github-actions', 'mathlib-merge-conflicts', 'pechersky', 'riccardobrasca'] |
alreadydone assignee:alreadydone |
2-46589 2 days ago |
14-8122 14 days ago |
78-49627 78 days |
0 |
| 43566 |
kim-em author:kim-em |
refactor(CategoryTheory): insert missing functor associators and unitors |
This PR inserts the functor associators and unitors that Mathlib currently omits, or applies in the wrong direction, when it identifies `(F ⋙ G) ⋙ H` with `F ⋙ G ⋙ H` or `𝟭 C ⋙ F` with `F` by unfolding `Functor.comp` and `Functor.id`. None of these changes are *necessary*, but all reduce some defeq abuse that hopefully will make life easier in future.
It is extracted from Paul Reichert's experiment making `Functor.comp` and `Functor.id` `instance_reducible` with a semireducible `map` field (https://github.com/leanprover-community/mathlib4/compare/master...leanprover-community:mathlib4-nightly-testing:datokrat/functorcomp, discussed at https://leanprover.zulipchat.com/#narrow/channel/113488-general/topic/backward.2EisDefEq.2ErespectTransparency), keeping only the bracketing and unit fixes so that future experiments of this kind have less to repair. The `Functor.comp_map` proof changes from that branch are not included, and the corresponding changes for (pre)sheaves of modules are in a separate PR.
The notable API changes are: `limit.pre_pre`, `post_post`, `pre_post` and their duals now relate the two bracketings through `HasLimit.isoOfNatIso (Functor.associator _ _ _)`; `StructuredArrow.final_map₂_id` takes `β : T ⋙ S ⟶ 𝟭 C ⋙ T'`; and `Join.mkNatTrans` and `mkNatIso` carry associators in their (autoparam) compatibility hypothesis.
🤖 Prepared with Claude Code |
tech debt |
254/128 |
Mathlib/AlgebraicGeometry/ColimitsOver.lean,Mathlib/CategoryTheory/Abelian/GrothendieckCategory/Subobject.lean,Mathlib/CategoryTheory/Comma/Final.lean,Mathlib/CategoryTheory/Comma/StructuredArrow/Basic.lean,Mathlib/CategoryTheory/Equivalence.lean,Mathlib/CategoryTheory/Filtered/Final.lean,Mathlib/CategoryTheory/Functor/Derived/Adjunction.lean,Mathlib/CategoryTheory/Functor/KanExtension/Basic.lean,Mathlib/CategoryTheory/Join/Basic.lean,Mathlib/CategoryTheory/Limits/Constructions/Over/Connected.lean,Mathlib/CategoryTheory/Limits/Final.lean,Mathlib/CategoryTheory/Limits/FunctorCategory/Basic.lean,Mathlib/CategoryTheory/Limits/HasLimits.lean,Mathlib/CategoryTheory/Limits/IndYoneda.lean,Mathlib/CategoryTheory/Limits/Preserves/Shapes/Pullbacks.lean,Mathlib/CategoryTheory/Limits/Shapes/Opposites/Pullbacks.lean,Mathlib/CategoryTheory/Limits/VanKampen.lean,Mathlib/CategoryTheory/Limits/Weighted/PreservesLimit.lean,Mathlib/CategoryTheory/Localization/Adjunction.lean,Mathlib/CategoryTheory/Monad/Limits.lean,Mathlib/CategoryTheory/Monoidal/Cartesian/Basic.lean,Mathlib/CategoryTheory/Monoidal/Multifunctor.lean,Mathlib/CategoryTheory/Opposites.lean,Mathlib/CategoryTheory/Shift/Induced.lean,Mathlib/CategoryTheory/Whiskering.lean |
25 |
15 |
['github-actions', 'kim-em', 'leanprover-radar', 'robin-carlier'] |
JovanGerb assignee:JovanGerb |
2-46587 2 days ago |
22-27264 22 days ago |
25-35895 25 days |
0 |
| 43815 |
SnirBroshi author:SnirBroshi |
feat(Data/Sym/Sym2): `Sym2.map` lifts equivalences |
`Sym2.map : (α → β) → (Sym2 α → Sym2 β)` preserves injectivity / surjectivity / bijectivity, and can lift `α ≃ β` to `Sym2 α ≃ Sym2 β`.
---
Is this what people might call "functoriality of `Sym2.map`"? Or maybe of `Sym2`? Or does `Sym2.map` itself already demonstrates that `Sym2` is functorial? Not sure
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|
t-data |
45/3 |
Mathlib/Combinatorics/SimpleGraph/Maps.lean,Mathlib/Data/Sym/Sym2.lean |
2 |
1 |
['github-actions'] |
TwoFX assignee:TwoFX |
2-46586 2 days ago |
29-45623 29 days ago |
29-47708 29 days |
1 |
| 43818 |
JovanGerb author:JovanGerb |
chore: clean up some `to_dual` debt |
This PR cleans up a bunch of uses of `to_dual existing`.
---
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[](https://gitpod.io/from-referrer/)
|
tech debt |
43/186 |
Mathlib/CategoryTheory/Iso.lean,Mathlib/CategoryTheory/Limits/HasLimits.lean,Mathlib/CategoryTheory/Limits/IsLimit.lean,Mathlib/Order/ConditionallyCompletePartialOrder/Basic.lean,Mathlib/Order/GaloisConnection/Basic.lean,Mathlib/Order/Hom/Basic.lean,Mathlib/Order/Interval/Set/Disjoint.lean,Mathlib/Order/OrdContinuous.lean,Mathlib/Order/RelClasses.lean,Mathlib/Order/SuccPred/Archimedean.lean,Mathlib/Order/UpperLower/Basic.lean,Mathlib/Order/WithBot.lean,Mathlib/Topology/Order/Basic.lean,Mathlib/Topology/Order/Bornology.lean,Mathlib/Topology/Order/OrderClosed.lean |
15 |
4 |
['JovanGerb', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
2-46127 2 days ago |
2-49926 2 days ago |
9-24582 9 days |
0 |
| 44763 |
plp127 author:plp127 |
feat(RepresentationTheory/Character): remove `FiniteDimensional` assumption |
Provide an instance that the vector space of an irreducible representation is finite dimensional, and use that to remove some `FiniteDimensional` assumptions. Split off from #43899.
---
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|
t-algebra label:t-algebra$ |
10/2 |
Mathlib/RepresentationTheory/Character.lean,Mathlib/RepresentationTheory/Irreducible.lean |
2 |
5 |
['JX-Mo', 'github-actions', 'plp127'] |
nobody |
2-43910 2 days ago |
3-2722 3 days ago |
3-2387 3 days |
1 |
| 44786 |
ZRTMRH author:ZRTMRH |
feat(Lean/Quote): restore `Quote` instances for `Int` and `Rat` |
Add `Quote Int` and `Quote Rat` instances, analogous to core's `Quote Nat`.
They turn a number into numeral syntax without a type ascription (e.g. `quote (-7 / 2 : ℚ)` is `-7 / 2`), so the result elaborates at the expected type. These could later be upstreamed to Lean core.
These instances were added in #942 as part of `polyrith`, fixed in #24470, and removed together with the implementation of `polyrith` in #29547. This PR restores them unchanged (apart from naming) in their own file. Tests provided.
Motivated from the project of `maximize` / `minimize` tactics (PR to follow) which print a computed rational bound in a "Try this" suggestion such as `have : 4 * x + y ≤ 7 / 2 := by linarith`. Discussed on Zulip: [maximize / minimize tactic for linear optimization](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/maximize.20.2F.20minimize.20tactic.20for.20linear.20optimization).
The test file is refined with AI assistance (Claude) and has been reviewed by the author.
Co-authored-by: Mario Carneiro <di.gama@gmail.com>
Co-authored-by: Aaron Liu <aaronliu2008@outlook.com>
---
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|
t-meta
LLM-generated
new-contributor
|
164/0 |
Mathlib.lean,Mathlib/Lean/Quote.lean,MathlibTest/Quote.lean |
3 |
3 |
['ZRTMRH', 'github-actions'] |
nobody |
2-42844 2 days ago |
2-43470 2 days ago |
2-43135 2 days |
0 |
| 44544 |
JovanGerb author:JovanGerb |
feat(Linter/Style): lint against `∀ᵉ`/`∃ᵉ` |
The `∀ᵉ`/`∃ᵉ` notation is used rarely in mathlib, so to many users it is an unfamiliar notation. Therefore, it would be better to simply not use it.
This PR adds a linter against the notation, which comes with a `Try this` suggestions that replaces the notation with uses of plain `∀`/`∃`
- The adaptations have been generated fully automatically using these `Try this` suggestions. So, it is easiest to review this PR commit by commit.
- The `∃ᵉ` notation is still used in one place, namely in the macro that defines the `{_ | _}` notation for sets. The linter explicitly does not flag this.
- This linter would fit in very nicely into the framework of #44496. That can be done in a follow-up PR after that is merged, and will remove the slowdown that this PR adds.
https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/.E2.88.80.E1.B5.89.2F.E2.88.83.E1.B5.89.20notation/with/629610458
---
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|
t-linter
large-import
maintainer-merge
|
209/99 |
Mathlib/Algebra/Group/Irreducible/Indecomposable.lean,Mathlib/Algebra/Group/Subgroup/Defs.lean,Mathlib/Algebra/Group/Subgroup/Pointwise.lean,Mathlib/Algebra/Lie/Abelian.lean,Mathlib/Algebra/Lie/Basis/Basic.lean,Mathlib/Algebra/Lie/Subalgebra.lean,Mathlib/Algebra/Lie/Weights/Cartan.lean,Mathlib/Algebra/Lie/Weights/Chain.lean,Mathlib/Algebra/Module/Submodule/Union.lean,Mathlib/Analysis/Analytic/Basic.lean,Mathlib/Analysis/BoxIntegral/DivergenceTheorem.lean,Mathlib/Analysis/Calculus/Deriv/MeanValue.lean,Mathlib/Analysis/Calculus/FDeriv/Measurable.lean,Mathlib/Analysis/ConstantSpeed.lean,Mathlib/Analysis/Convex/Extreme.lean,Mathlib/Analysis/Convex/Side.lean,Mathlib/Analysis/Convex/SimplicialComplex/Basic.lean,Mathlib/Combinatorics/Quiver/Path/Decomposition.lean,Mathlib/Combinatorics/SimpleGraph/CompleteMultipartite.lean,Mathlib/Combinatorics/SimpleGraph/Matching.lean,Mathlib/Computability/Partrec.lean,Mathlib/Data/Finset/Lattice/Fold.lean,Mathlib/Data/Finset/Max.lean,Mathlib/Data/List/Chain.lean,Mathlib/Data/List/Sort.lean,Mathlib/Data/Set/Card.lean,Mathlib/Data/Set/Finite/Range.lean,Mathlib/Data/Set/Order.lean,Mathlib/Data/Set/Subsingleton.lean,Mathlib/FieldTheory/Minpoly/ConjRootClass.lean,Mathlib/Geometry/Manifold/VectorBundle/Basic.lean,Mathlib/Init.lean,Mathlib/LinearAlgebra/Dual/Lemmas.lean,Mathlib/LinearAlgebra/JordanChevalley.lean,Mathlib/LinearAlgebra/PerfectPairing/Restrict.lean,Mathlib/LinearAlgebra/RootSystem/BaseExists.lean,Mathlib/LinearAlgebra/RootSystem/Chain.lean,Mathlib/LinearAlgebra/RootSystem/Finite/Nondegenerate.lean,Mathlib/MeasureTheory/Covering/Differentiation.lean,Mathlib/MeasureTheory/Integral/FinMeasAdditive.lean,Mathlib/MeasureTheory/PiSystem.lean,Mathlib/MeasureTheory/SetAlgebra.lean,Mathlib/Order/CompactlyGenerated/Basic.lean,Mathlib/Order/DirectedInverseSystem.lean,Mathlib/Order/Filter/Interval.lean,Mathlib/Order/Hom/Set.lean,Mathlib/Order/Interval/Set/OrdConnectedLinear.lean,Mathlib/Order/Interval/Set/UnorderedInterval.lean,Mathlib/RingTheory/Algebraic/Basic.lean,Mathlib/RingTheory/DedekindDomain/Ideal/Lemmas.lean,Mathlib/RingTheory/UniqueFactorizationDomain/Multiplicative.lean,Mathlib/RingTheory/UniqueFactorizationDomain/NormalizedFactors.lean,Mathlib/RingTheory/WittVector/FrobeniusFractionField.lean,Mathlib/Tactic/Linter/Style.lean,Mathlib/Topology/Algebra/Semigroup.lean,Mathlib/Topology/Algebra/UniformFilterBasis.lean,Mathlib/Topology/Algebra/ValuativeRel/ValuativeTopology.lean,Mathlib/Topology/Algebra/Valued/ValuationTopology.lean,Mathlib/Topology/Connected/PathConnected.lean,Mathlib/Topology/ContinuousMap/StoneWeierstrass.lean,Mathlib/Topology/VectorBundle/Basic.lean,MathlibTest/Linter/ExtendedBinder.lean |
62 |
11 |
['JovanGerb', 'eric-wieser', 'github-actions', 'joneugster', 'leanprover-radar', 'mathlib-merge-conflicts', 'vihdzp'] |
joneugster assignee:joneugster |
2-41558 2 days ago |
4-83812 4 days ago |
7-80329 7 days |
0 |
| 44214 |
ZRTMRH author:ZRTMRH |
feat(Analysis/SpecialFunctions): taylor series bounds for sin and cos |
Adds `Mathlib/Analysis/SpecialFunctions/Trigonometric/SeriesBounds.lean` with three groups of results:
1. Remainder bounds on the unit disc at every order: `Complex.sin_series_bound`, `Complex.cos_series_bound` and their real forms. Ported from #29355, taken over with the author's agreement. This PR supersedes #29355, which can be closed when this lands.
2. `Real.sum_lt_sin_of_pos`, `Real.sin_lt_sum_of_pos`, `Real.sum_lt_cos_of_pos`, and `Real.cos_lt_sum_of_pos`: `sin x` and `cos x` lie between consecutive partial sums of their Taylor series. Yury posted on Zulip in October 2025 with a request that someone open a PR for it ([Upper and Lower Bounds of Cosine](https://leanprover.zulipchat.com/#narrow/channel/217875-Is-there-code-for-X.3F/topic/Upper.20and.20Lower.20Bounds.20of.20Cosine/near/546287708)), it had not been opened.
4. Six low-order corollaries, as completion to `one_sub_sq_div_two_lt_cos` and `sin_gt_sub_cube` which Mathlib already has: `cos_lt/le_one_sub_sq_div_two_add_pow_four`, `sin_lt/le_sub_cube_add_pow_five`, and `sub_cube_add_pow_five_lt/le_sin` for negative arguments.
The 6 low-order corollaries and the docstrings were written with AI assistance (Claude). The code has been reviewed by the author.
Co-authored-by: Geoffrey Irving <irving@naml.us>
Co-authored-by: Yury G. Kudryashov <urkud@urkud.name>
---
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|
LLM-generated
new-contributor
t-analysis
|
302/0 |
Mathlib.lean,Mathlib/Algebra/BigOperators/Ring/Finset.lean,Mathlib/Analysis/SpecialFunctions/Trigonometric/SeriesBounds.lean |
3 |
53 |
['SnirBroshi', 'ZRTMRH', 'github-actions', 'wwylele'] |
nobody |
2-39574 2 days ago |
2-42231 2 days ago |
12-55230 12 days |
0 |
| 43911 |
kim-em author:kim-em |
ci: audit dependency diffs on the update-dependencies PR |
This PR adds a supply-chain audit step to the hourly `update_dependencies.yml` workflow. After `lake update`, it prepares the full `git diff` of every dependency whose revision changed (comparing `lake-manifest.json` against `master`), plus the `mathlib-ci` pin that the same PR bumps, uploads them as a workflow artifact, and once the PR exists comments on it with a summary table: links to each upstream commit and to GitHub's `old...new` compare view, high-risk files touched, suspicious added lines, and non-fast-forward warnings. The comment also carries the audit prompt, so anyone can run their preferred model over the same material and report back.
The diffs are produced by [paranoid-lake-update](https://github.com/kim-em/paranoid-lake-update), pinned by commit. It uses bare clones and `git` only: nothing from upstream is executed by this step (unlike `lake update` itself, which runs each dependency's `lakefile.lean` at configuration time). No new secrets or permissions are needed; the comment is posted with the existing app token.
If the community would rather host the tool under `leanprover-community`, the clone URL and pin are the only two lines to change.
🤖 Prepared with Claude Code
🤖 Generated with [Claude Code](https://claude.com/claude-code)
https://claude.ai/code/session_01X6RJUXkdBUChpnBeuojWAN
|
CI
LLM-generated
|
44/0 |
.github/workflows/update_dependencies.yml |
1 |
3 |
['github-actions', 'joneugster', 'kim-em'] |
bryangingechen assignee:bryangingechen |
2-36688 2 days ago |
26-34394 26 days ago |
26-34059 26 days |
0 |
| 44696 |
Hagb author:Hagb |
feat(Logic/Relation,Order/WellFounded): lemmas about `Acc`, `WellFounded`, and `Relation.Map` |
- `Acc (Relation.Map r f f) (f a)` and `WellFounded (Relation.Map r f f)` imply `Acc r a` and `WellFounded r` respectively;
- They are equivalent respectively if `f` is injective.
Suggested by @plp127 in https://github.com/leanprover-community/mathlib4/pull/39774#discussion_r3618397529
---
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|
t-order |
17/0 |
Mathlib/Logic/Relation.lean,Mathlib/Order/WellFounded.lean |
2 |
19 |
['Hagb', 'SnirBroshi', 'github-actions', 'plp127'] |
nobody |
2-34343 2 days ago |
4-10572 4 days ago |
4-10237 4 days |
0 |
| 44712 |
plp127 author:plp127 |
chore: rename arguments to `Shrink.rec` |
Name the motive `motive` and name the minor premises according to their contents. While we're here, also unexpose `Shrink.rec`, which is the last exposed declaration in this file, so also remove the `@[expose]` from the `@[expose] public section` at the top of the file because none of the declarations are actually exposed.
Also add a docstring.
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|
tech debt
t-logic
|
10/10 |
Mathlib/Logic/Small/Defs.lean,scripts/nolints.json |
2 |
2 |
['github-actions', 'vihdzp'] |
nobody |
2-28678 2 days ago |
3-55635 3 days ago |
3-55300 3 days |
0 |
| 44717 |
mycaule author:mycaule |
feat(LinearAlgebra/TensorProduct/Basis): range of `rTensor` in coordinates |
Add to `Mathlib/LinearAlgebra/TensorProduct/Basis.lean`:
`TensorProduct.equivFinsuppOfBasisRight_rTensor`
`TensorProduct.mem_range_rTensor_iff_equivFinsuppOfBasisRight`
Let `𝒞` be a basis of `N`. The first lemma says that the coordinates `M ⊗[R] N ≃ₗ[R] κ →₀ M` are natural in `M`: they turn `f.rTensor N` into `Finsupp.mapRange f`. The second says that an element of `P ⊗[R] N` lies in the range of `f.rTensor N` if and only if each of its coordinates lies in the range of `f`. Both hold over a commutative semiring.
Mathlib has `TensorProduct.equivFinsuppOfBasisRight` and its `_apply` and `_symm` lemmas, but nothing relating it to `rTensor`.
Question for reviewers: whether to add the mirror statements for `equivFinsuppOfBasisLeft` and `lTensor` in the same PR.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-algebra
LLM-generated
label:t-algebra$ |
30/0 |
Mathlib/LinearAlgebra/TensorProduct/Basis.lean |
1 |
2 |
['github-actions'] |
nobody |
2-26983 2 days ago |
3-48980 3 days ago |
3-48645 3 days |
0 |
| 44725 |
mycaule author:mycaule |
feat(RingTheory/AdicCompletion/Basic): completeness for a nilpotent ideal |
Add `IsAdicComplete.of_isNilpotent`: if `I` is a nilpotent ideal of `R`, every `R`-module `M` is `I`-adically complete and Hausdorff, since `I ^ n • ⊤ = ⊥` for `n` large. The instance `IsAdicComplete (maximalIdeal A) A` for Artinian local rings (`Mathlib/RingTheory/AdicCompletion/Noetherian.lean`) is now a one-line application of it.
This is meant to be used with the Weierstrass division over a general ideal (`PowerSeries.IsWeierstrassDivisorAt`). Over any commutative ring, if `a₀, …, a_{N-1}` are nilpotent and `a_N` is a unit, the ideal they generate is nilpotent, and so `F = ∑ aᵢ Xⁱ` is a Weierstrass divisor for it.
Mathlib has the instance `IsAdicComplete.bot` for the zero ideal; `of_isNilpotent` generalizes it to nilpotent ideals.
Questions for reviewers: whether `of_isNilpotent` should be an instance-like `theorem` (it cannot be an instance, since `IsNilpotent I` is not a class), and whether to also add the corresponding `IsHausdorff`/`IsPrecomplete` lemmas separately.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-ring-theory
LLM-generated
|
19/9 |
Mathlib/RingTheory/AdicCompletion/Basic.lean,Mathlib/RingTheory/AdicCompletion/Noetherian.lean |
2 |
2 |
['github-actions'] |
nobody |
2-26980 2 days ago |
3-15383 3 days ago |
3-15048 3 days |
0 |
| 44708 |
mycaule author:mycaule |
feat(RingTheory/Artinian/Algebra): integral units of a subalgebra over an Artinian ring |
Add to `Mathlib/RingTheory/Artinian/Algebra.lean`:
`IsArtinianRing.isUnit_of_isIntegral_of_isUnit`
`IsArtinianRing.inv_mem_of_isIntegral`
Over an Artinian ring `R`, an element of an `R`-subalgebra `B ⊆ A` that is integral over `R` and a unit of `A` is a unit of `B`. Equivalently, `B` contains its inverse. Mathlib has `IsArtinianRing.isUnit_of_isIntegral_of_nonZeroDivisor` (an integral non-zero-divisor of `A` is a unit of `A`), on which the proof rests, and the case of a field `R` and a division ring `A` (`IsIntegral.inv_mem`), but not the subalgebra version over an Artinian ring. A typical use is Cayley–Hamilton: if `F ⊆ K` is a subfield and `B` is an `F`-subalgebra of `Module.End K V` (with `V` finite-dimensional) whose elements have characteristic polynomials with coefficients in `F`, then `B` is closed under inverses.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-ring-theory
LLM-generated
|
19/0 |
Mathlib/RingTheory/Artinian/Algebra.lean |
1 |
2 |
['github-actions'] |
nobody |
2-26615 2 days ago |
3-64175 3 days ago |
3-63840 3 days |
0 |
| 44684 |
josephqian507 author:josephqian507 |
feat(LinearAlgebra/Matrix): add row equivalence and echelon form lemmas |
feat(LinearAlgebra/Matrix): add row equivalence and echelon form lemmas
This adds lemmas to bridge the current mathlib definition of row equivalence with the idea of two matrices that have the same null space. It also adds a proof that the reduced row echelon form of a matrix is unique. LLMs were used to fill in sorrys for some proofs (specifically, rowEquivalent_of_mul_eq_zero, rowEquivalent_iff_ker_eq, and much of RrefUniqueness.lean)
Co-authored-by: Junye Ji <junyej@uw.edu>
Co-authored-by: Dhruv Bhatia <dbhatia1@uw.edu>
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|
t-algebra
new-contributor
large-import
LLM-generated
label:t-algebra$ |
501/1 |
Mathlib.lean,Mathlib/LinearAlgebra/Matrix/Echelon/Basic.lean,Mathlib/LinearAlgebra/Matrix/Echelon/RrefUniqueness.lean,Mathlib/LinearAlgebra/Matrix/ElementaryRowOperations.lean |
4 |
3 |
['github-actions', 'josephqian507'] |
nobody |
2-25173 2 days ago |
2-25859 2 days ago |
3-38419 3 days |
0 |
| 37953 |
Thmoas-Guan author:Thmoas-Guan |
feat(RingTheory/Smooth): transcendental separable extension is formally smooth |
In this PR, we proved that transcendental separable extension is formally smooth via reduction to fg cases.
---
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- [ ] depends on: #37934
[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
141/3 |
Mathlib/RingTheory/Smooth/Field.lean |
1 |
4 |
['Thmoas-Guan', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
2-24586 2 days ago |
2-85990 2 days ago |
37-63468 37 days |
2 |
| 44707 |
mycaule author:mycaule |
feat(Topology/NoetherianSpace): open sets from generalization-stable sets |
Add `TopologicalSpace.NoetherianSpace.isOpen_of_stableUnderGeneralization`: in a Noetherian quasi-sober space, a set `E` that is stable under generalization is open if, for every `x ∈ E`, some open `W ∋ x` satisfies `W ∩ closure {x} ⊆ E`. In other words, `E ∩ closure {x}` contains a nonempty open subset of `closure {x}`.
The proof is a Noetherian induction on the closed sets `Z` in which `Z \ E` is dense. It is the topological step behind « constructible and stable under generalization implies open ». mathlib already has this for `PrimeSpectrum` (`PrimeSpectrum.isOpen_of_stableUnderGeneralization_of_isConstructible`), and the new lemma does not need constructibility.
`Mathlib/Topology/NoetherianSpace.lean` now imports `Mathlib.Topology.Sober`, for generic points. Sober is light: it only imports `Topology.Sets.Closeds` and `Topology.Sets.OpenCover`.
Questions for reviewers: whether this file or `Topology/Sober.lean` is the better home, and whether the hypothesis should instead say « `E ∩ closure {x}` has nonempty interior in `closure {x}` ».
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-topology
LLM-generated
|
46/0 |
Mathlib/Topology/NoetherianSpace.lean |
1 |
2 |
['github-actions'] |
nobody |
2-24541 2 days ago |
3-64129 3 days ago |
3-63794 3 days |
0 |
| 44660 |
jessealama author:jessealama |
feat(Combinatorics/SimpleGraph/Hamiltonian): close a Hamiltonian path into a Hamiltonian cycle |
Add `SimpleGraph.Walk.isHamiltonianCycle_cons`: closing a path `p` from `b` to `a` with an edge `a ~ b` gives a Hamiltonian cycle if and only if `p` is a Hamiltonian path that does not already use that edge.
This is the Hamiltonian analogue of `Walk.cons_isCycle_iff`. It was originally extracted at @YaelDillies's suggestion during review of #36376, which no longer needs it.
|
t-combinatorics |
6/0 |
Mathlib/Combinatorics/SimpleGraph/Hamiltonian.lean |
1 |
7 |
['SnirBroshi', 'YaelDillies', 'github-actions', 'jessealama'] |
nobody |
2-21091 2 days ago |
5-8687 5 days ago |
5-9420 5 days |
0 |
| 43655 |
mariainesdff author:mariainesdff |
feat(RingTheory/Valuation/Discrete/IsDiscreteValuationSubring): equivalent discrete valuations |
If `v` is equivalent to a discrete valuation, then `v` is discrete.
In particular, if a `ValuationSubring F` `A` is a discrete valuation ring, then `A.valuation` is discrete.
Co-authored-by: @xgenereux
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
130/82 |
Mathlib/RingTheory/Valuation/Basic.lean,Mathlib/RingTheory/Valuation/Discrete/Basic.lean,Mathlib/RingTheory/Valuation/Discrete/IsDiscreteValuationRing.lean,Mathlib/RingTheory/Valuation/Extension.lean,Mathlib/RingTheory/Valuation/ValuativeRel/Basic.lean,Mathlib/Topology/Algebra/Valued/WithVal.lean |
6 |
22 |
['github-actions', 'jjdishere', 'mariainesdff'] |
nobody |
2-16676 2 days ago |
2-16676 2 days ago |
20-33692 20 days |
3 |
| 31981 |
jsm28 author:jsm28 |
feat(Geometry/Euclidean/Incenter): `tangentSet` and `tangentsFrom` lemmas |
Add lemmas relating the faces of a simplex to `tangentSet` and `tangentsFrom` for an exsphere, in particular for a triangle that any two side lines are the `tangentsFrom` their shared vertex to the insphere or any exsphere.
---
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- [x] depends on: #31893
- [x] depends on: #31978
- [x] depends on: #31979
- [x] depends on: #31980
- [x] depends on: #32296
[](https://gitpod.io/from-referrer/)
|
t-euclidean-geometry |
95/0 |
Mathlib/Geometry/Euclidean/Incenter/Basic.lean |
1 |
18 |
['Parcly-Taxel', 'github-actions', 'jsm28', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'pepamontero', 'wwylele'] |
nobody |
2-10056 2 days ago |
2-10609 2 days ago |
46-74424 46 days |
1 |
| 43591 |
mariainesdff author:mariainesdff |
feat(RingTheory/Valuation/ValuationSubring): algebraic instances |
Given a valuation subring `A`, if `A.valuation` is trivial on `k`, `A` is a `k`-algebra.
Co-authored-by: @xgenereux
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
24/0 |
Mathlib/RingTheory/Valuation/ValuationSubring.lean |
1 |
5 |
['github-actions', 'jjdishere', 'mariainesdff'] |
nobody |
2-9235 2 days ago |
2-9235 2 days ago |
19-62198 19 days |
0 |
| 36744 |
farmanb author:farmanb |
feat(CategoryTheory/Abelian/TorsionTheory): Introduce torsion theory for abelian categories |
Introduces torsion theories on an abelian category: a pair of object properties `T` and `F`
that are each other's left and right orthogonals. Adds `Abelian.TorsionTheory`, the
typeclasses `IsTorsionClass` / `IsTorsionFreeClass` (on the model of `Functor.IsLeftAdjoint`,
so closure properties come by instance search), the torsion theories generated and
cogenerated by a property, transport along `op`/`unop`, and Dickson's theorem
`isTorsionClass_iff`: in a well-powered abelian category with coproducts, a class is a
torsion class iff it is closed under quotients, extensions and coproducts. The torsion-free
version follows by passing to `Cᵒᵖ`.
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- [ ] depends on: #44226 |
t-category-theory |
295/0 |
Mathlib.lean,Mathlib/CategoryTheory/Abelian/TorsionTheory/Basic.lean |
2 |
40 |
['farmanb', 'github-actions', 'joelriou', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'plp127'] |
robin-carlier assignee:robin-carlier |
2-8431 2 days ago |
2-8431 2 days ago |
4-11953 4 days |
0 |
| 44722 |
mycaule author:mycaule |
feat(RingTheory/Polynomial/IntegerValued): binomial basis of integer-valued polynomials |
New file `Mathlib/RingTheory/Polynomial/IntegerValued.lean`:
`Polynomial.eq_sum_fwdDiff_iter_smul_choose` (Newton's forward difference formula)
`Polynomial.intValued`, `Polynomial.mem_intValued`, `Polynomial.choose_X_mem_intValued`
`Polynomial.exists_eq_sum_intCast_smul_choose` (Pólya's theorem)
`Polynomial.mem_intValued_iff_forall_natCast`
`Polynomial.linearIndependent_choose_X`
`Polynomial.intValuedBasis`, `Polynomial.coe_intValuedBasis`, and the instance `Module.Free ℤ Polynomial.intValued`
Over a field `K` of characteristic zero, every `P : K[X]` equals `∑ k ≤ deg P, (Δᵏ P)(0) • Ring.choose X k`. The proof evaluates both sides at the natural numbers and applies `shift_eq_sum_fwdDiff_iter`. `Polynomial.intValued` is the `ℤ`-subalgebra of `ℚ[X]` of polynomials taking integer values at all integers. When `P` takes integer values at the natural numbers, the coefficients `(Δᵏ P)(0)` are integers (`fwdDiff_iter_eq_sum_shift`). So the `Ring.choose X n` span `intValued` over `ℤ`, and integer values at the natural numbers are enough. They are linearly independent: the `i`-th forward difference at `0` of `m ↦ m.choose k` is `δᵢₖ` (`fwdDiff_iter_choose_zero`).
`docs/references.bib` gains the Cahen–Chabert book.
Questions for reviewers: the name `intValued` (the literature writes `Int(ℤ)`); whether to define it more generally, as a subalgebra of `K[X]` for a domain `R` with fraction field `K`, with this PR as the case `R = ℤ`; and whether Newton's formula belongs in `Algebra/Group/ForwardDiff.lean`, which does not import `Ring.choose`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-ring-theory
new-contributor
LLM-generated
|
177/0 |
Mathlib.lean,Mathlib/RingTheory/Polynomial/IntegerValued.lean,docs/references.bib |
3 |
2 |
['github-actions'] |
nobody |
2-6303 2 days ago |
2-26532 2 days ago |
3-14861 3 days |
0 |
| 44726 |
mycaule author:mycaule |
feat(CategoryTheory/Idempotents/FunctorExtension): additive functors on the Karoubi envelope |
Add to `Mathlib/CategoryTheory/Idempotents/FunctorExtension.lean`:
`Karoubi.hom_eq_decompId_i_comp`: every morphism of `Karoubi C` is `P.decompId_i ≫ (toKaroubi C).map f.f ≫ Q.decompId_p`
`additive_of_toKaroubi_comp`, `additive_iff_toKaroubi_comp`: for `C`, `D` preadditive, `F : Karoubi C ⥤ D` is additive iff `toKaroubi C ⋙ F` is
`whiskeringLeftToKaroubiAdditive C D : (Karoubi C ⥤+ D) ⥤ (C ⥤+ D)`, fully faithful (`whiskeringLeftToKaroubiAdditiveFullyFaithful`), and an equivalence when `D` is idempotent complete
`karoubiUniversalAdditive C D : C ⥤+ D ≌ Karoubi C ⥤+ D`
This is the additive form of the universal property of the idempotent completion. Applied to `Cᵒᵖ`, it says that additive presheaves on `C` and on `Karoubi C` agree (Morita invariance), with values in any idempotent-complete preadditive category, e.g. `ModuleCat R`.
Mathlib has `karoubiUniversal C D : (C ⥤ D) ≌ (Karoubi C ⥤ D)` for idempotent-complete `D`, but not its restriction to additive functors.
Questions for reviewers: names (`whiskeringLeftToKaroubiAdditive`, `karoubiUniversalAdditive`); whether to also add `Karoubi.opEquivalence : Karoubi Cᵒᵖ ≌ (Karoubi C)ᵒᵖ` (compatible with `toKaroubi` on the nose) here or in a separate PR.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-category-theory
LLM-generated
|
72/0 |
Mathlib/CategoryTheory/Idempotents/FunctorExtension.lean |
1 |
2 |
['github-actions'] |
dagurtomas assignee:dagurtomas |
2-6264 2 days ago |
3-15416 3 days ago |
3-15081 3 days |
0 |
| 44727 |
mycaule author:mycaule |
feat(CategoryTheory/Monad/Monadicity): state the (co)monadicity theorem as an iff |
Add:
`Monad.isEquivalence_comparison_iff`: for `adj : F ⊣ G`, `(Monad.comparison adj).IsEquivalence` iff `G` reflects isomorphisms and, for every `G`-split pair `u, v`, `HasCoequalizer u v` and `PreservesColimit (parallelPair u v) G`
`Comonad.isEquivalence_comparison_iff`: the dual statement
instances `Monad.reflectsIsomorphisms_of_monadicRightAdjoint` and `Comonad.reflectsIsomorphisms_of_comonadicLeftAdjoint` (priority 100)
The forward direction uses `createsGSplitCoequalizersOfMonadic` (resp. `createsFSplitEqualizersOfComonadic`). The backward direction is `monadicOfHasPreservesGSplitCoequalizersOfReflectsIsomorphisms` (resp. its dual). The module docstrings list the new statements.
Mathlib has the backward direction as the definitions `monadicOfHasPreservesGSplitCoequalizersOfReflectsIsomorphisms` and `comonadicOfHasPreservesFSplitEqualizersOfReflectsIsomorphisms`, and the forward ingredients `createsGSplitCoequalizersOfMonadic` and `createsFSplitEqualizersOfComonadic`, but no iff.
Questions for reviewers: whether the instances belong in `Monad/Adjunction.lean` next to `MonadicRightAdjoint`; whether to state the iff with the existing classes `HasCoequalizerOfIsSplitPair` / `PreservesColimitOfIsSplitPair` instead of the explicit `∀`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-category-theory
LLM-generated
|
58/0 |
Mathlib/CategoryTheory/Monad/Comonadicity.lean,Mathlib/CategoryTheory/Monad/Monadicity.lean |
2 |
2 |
['github-actions'] |
robin-carlier assignee:robin-carlier |
2-6032 2 days ago |
3-15456 3 days ago |
3-15121 3 days |
0 |
| 44714 |
mycaule author:mycaule |
feat(RingTheory/Flat/Basic): products of flat modules are flat |
Add to `Mathlib/RingTheory/Flat/Basic.lean`:
`Module.Flat.prod_iff`, and the instance `Module.Flat.prod`
`Module.Flat.pi_iff`, and the instance `Module.Flat.pi` (for a finite index type)
`M × N` is flat if and only if `M` and `N` are. The proof rewrites `Q ⊗ (M × N) → P ⊗ (M × N)` with `TensorProduct.prodRight` as the product map `(Q ⊗ M → P ⊗ M) × (Q ⊗ N → P ⊗ N)`. The finite product case follows from `Module.Flat.directSum_iff` and `DirectSum.linearEquivFunOnFintype`. mathlib already has arbitrary direct sums, but had neither of these as instances.
The file now imports `Mathlib.LinearAlgebra.TensorProduct.Prod` (non-public import, used only in a proof). Its own imports, `LinearAlgebra.Prod` and `TensorProduct.Tower`, are already in the file's import closure.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-ring-theory
new-contributor
LLM-generated
|
29/0 |
Mathlib/RingTheory/Flat/Basic.lean |
1 |
2 |
['github-actions'] |
nobody |
2-6020 2 days ago |
3-49078 3 days ago |
3-48743 3 days |
0 |
| 44734 |
mycaule author:mycaule |
feat(RingTheory/LocalProperties/Semilocal): semilocal rings have stable range one |
Add `IsCoprime.exists_isUnit_add_mul` to `Mathlib/RingTheory/LocalProperties/Semilocal.lean`: in a commutative ring `R` with finitely many maximal ideals (`[Finite (MaximalSpectrum R)]`), if `a` and `b` are coprime, then `a + t * b` is a unit for some `t ∈ R`. In other words, a semilocal ring has stable range one (Bass, *K-theory and stable algebra*, 1964). The proof applies the Chinese remainder theorem (`Ideal.exists_forall_sub_mem_ideal`) to the maximal ideals: `t ≡ 0` modulo those containing `b`, and `t ≡ b⁻¹ (1 - a)` modulo the others. `docs/references.bib` gains Bass (1964).
Questions for reviewers: whether this belongs in `LocalProperties/Semilocal.lean` (which is about local properties) or next to the Chinese remainder theorem in `RingTheory/Ideal/Quotient/Operations.lean`; whether a `StableRange` definition would be wanted, with this as its first instance.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-ring-theory
new-contributor
LLM-generated
|
42/0 |
Mathlib/RingTheory/LocalProperties/Semilocal.lean,docs/references.bib |
2 |
5 |
['github-actions', 'mycaule', 'vlad902'] |
nobody |
2-5451 2 days ago |
3-26668 3 days ago |
3-26333 3 days |
0 |
| 44741 |
mortarsanjaya author:mortarsanjaya |
feat: weaken even more assumptions on theorems about `FloorRing` |
This PR is mostly about weakening the assumptions of type `IsOrderedRing` or `IsStrictOrderedRing` to `IsOrderedAddMonoid` on theorems about `FloorSemiring` and `FloorRing`. However, none of these assumptions are completely removed.
---
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~~Unfortunately, the new proof of `floor_div_natCast`, done for the sake of reducing `IsStrictOrderedRing K` to `IsOrderedAddMonoid K`, is quite complicated and can definitely be refactored. If we use the old proof, `IsStrictOrderedRing K` can be reduced to `IsOrderedAddMonoid K` + `AddLeftStrictMono K`, but `AddLeftStrictMono K` cannot be removed. I will need help with this proof. If nothing else works, the lemma can also be reverted into the previous form with `IsOrderedAddMonoid K` + `AddLeftStrictMono K`.~~
~~The lemma `floor_div_natCast` affects `floor_div_eq_div`, `IsNNRat.natFloor`, and the `norm_num` extension `evalNatFloor`.~~
(The above has been resolved at the cost of one extra import.)
Other than this problem, should I give a documentation of when to use `IsOrderedAddMonoid`, `IsOrderedRing`, etc. or avoid them altogether in lemmas about `FloorRing`s? |
t-algebra label:t-algebra$ |
87/100 |
Mathlib/Algebra/Order/Floor/BigOperators.lean,Mathlib/Algebra/Order/Floor/Defs.lean,Mathlib/Algebra/Order/Floor/Ring.lean,Mathlib/Algebra/Order/Floor/Semifield.lean,Mathlib/Algebra/Order/Round.lean,Mathlib/MeasureTheory/Integral/IntervalIntegral/Periodic.lean |
6 |
6 |
['chenson2018', 'github-actions', 'mortarsanjaya'] |
nobody |
2-5295 2 days ago |
2-27246 2 days ago |
2-27059 2 days |
0 |
| 44735 |
mycaule author:mycaule |
feat(Data/Nat/Choose/Lucas): `p ^ e ∣ n` iff `p` divides `n.choose k` for `0 < k < p ^ e` |
Add `Choose.pow_dvd_iff_forall_dvd_choose` to `Mathlib/Data/Nat/Choose/Lucas.lean`: for a prime `p`, `p ^ e ∣ n` if and only if `p ∣ n.choose k` for every `0 < k < p ^ e`. The forward direction is an induction on `e` with `choose_modEq_choose_mod_mul_choose_div_nat`: if `p ∤ k` the first factor is `choose 0 (k % p) = 0`, otherwise divide `n` and `k` by `p`. For the converse, write `n = p ^ v * m` with `p ∤ m`. If `v < e`, then `k = p ^ v` gives `choose n k ≡ choose m 1 = m [MOD p]` (`choose_pow_mul_pow_mul_modEq_choose_nat`). Mathlib has the case `n = p ^ e` (`Nat.Prime.dvd_choose_pow_iff`) and `eq_pow_multiplicity_of_choose_modEq_zero`, but not this equivalence. It is the arithmetic input for the fact that, in characteristic `p`, the Hasse derivatives of order `0 < k < p ^ e` of a polynomial vanish exactly when it is a polynomial in `X ^ (p ^ e)`. A follow-up PR will add that.
Questions for reviewers: the name (an alternative is `Nat.Prime.pow_dvd_iff_forall_dvd_choose` outside the `Choose` namespace); whether the binders should be `∀ k ∈ Finset.Ioo 0 (p ^ e)` to match `eq_pow_multiplicity_of_choose_modEq_zero`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-data
new-contributor
LLM-generated
|
37/0 |
Mathlib/Data/Nat/Choose/Lucas.lean |
1 |
2 |
['github-actions'] |
nobody |
2-4648 2 days ago |
3-26611 3 days ago |
3-26276 3 days |
2 |
| 44665 |
smmercuri author:smmercuri |
refactor: use unscoped completion algebra for infinite places |
- Move `scoped instances` over to a `def` and a theorem giving uniqueness of algebras under compatibility criteria
- Deprecate `LiesOverInstances.lean`
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|
t-number-theory
large-import
|
127/74 |
Mathlib/NumberTheory/NumberField/Completion/InfinitePlace.lean,Mathlib/NumberTheory/NumberField/Completion/LiesOverInstances.lean,Mathlib/NumberTheory/NumberField/Completion/Ramification.lean |
3 |
3 |
['github-actions', 'smmercuri', 'tb65536'] |
tb65536 assignee:tb65536 |
2-3245 2 days ago |
5-10707 5 days ago |
5-10951 5 days |
0 |
| 43042 |
grunweg author:grunweg |
feat: `ContMDiff.clm_bundle_of_apply` and friends |
Future PRs will add versions of these allowing for the loss of derivatives:
let's start with these versions as the required modifications are straight-forward.
We add the analogous lemmas for differentiability also (and comment when this requires further work out of this PR's scope).
From the path towards smoothness of the Levi-Civita connection and Riemannian geometry.
Co-authored-by: Patrick Massot <patrickmassot@free.fr>
---
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[](https://gitpod.io/from-referrer/)
|
t-differential-geometry |
137/2 |
Mathlib/Geometry/Manifold/VectorBundle/Hom.lean |
1 |
4 |
['github-actions', 'grunweg', 'mathlib-merge-conflicts'] |
nobody |
2-2704 2 days ago |
4-59564 4 days ago |
52-52888 52 days |
1 |
| 44765 |
JovanGerb author:JovanGerb |
chore(Linter/Multigoal): remove some exclusions |
The multi goal linter has a list of excluded tactics, but it excludes too many tactics. This PR fixes this, and adapts mathlib to the stronger linter.
I also made it so that the linter excludes all atomic syntax, like `;` and `<;>`, so these now don't need to be excluded explicitly anymore.
---
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|
t-linter |
123/158 |
Mathlib/Algebra/Category/ModuleCat/Subobject.lean,Mathlib/AlgebraicGeometry/ProjectiveSpectrum/Scheme.lean,Mathlib/CategoryTheory/Limits/Cones.lean,Mathlib/CategoryTheory/Limits/Preserves/Shapes/Kernels.lean,Mathlib/CategoryTheory/MorphismProperty/Descent.lean,Mathlib/Combinatorics/SetFamily/Shatter.lean,Mathlib/Data/Int/Lemmas.lean,Mathlib/Data/Nat/Choose/Basic.lean,Mathlib/Data/Nat/GCD/Basic.lean,Mathlib/Data/Vector/Basic.lean,Mathlib/FieldTheory/Finite/GaloisField.lean,Mathlib/FieldTheory/PurelyInseparable/Basic.lean,Mathlib/MeasureTheory/VectorMeasure/Decomposition/Hahn.lean,Mathlib/Order/Filter/ENNReal.lean,Mathlib/RingTheory/Spectrum/Prime/Topology.lean,Mathlib/Tactic/Linter/Multigoal.lean,MathlibTest/Linter/Multigoal.lean |
17 |
6 |
['JovanGerb', 'github-actions', 'grunweg', 'mathlib-splicebot'] |
nobody |
2-1429 2 days ago |
2-50223 2 days ago |
2-57144 2 days |
0 |
| 42563 |
thorimur author:thorimur |
feat: `private` elaborator for proofs |
This PR adds the `private <term>` term elaborator which wraps term-mode proofs in a public auxiliary declaration so that they can use private constants in public positions. For example, a term-mode proof appearing in a public declaration's type will error if it uses a private declaration.
Currently, `by exact` will wrap the proof in a private declaration as `private` does, but sprinkling code with `by exact`s hurts readability, since it's difficult to tell at a glance what motivated its presence. Also, `private` reports when it's unnecessary, unlike `by exact`.
Disclosure: I had Claude review this before PRing, seeing if I could get rid of elaborating `by`. It found a good reason to do so, and made some changes, which I then reviewed and iterated on myself. I've preserved the (only) LLM-generated changes via the authorship of the commit history.
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[](https://gitpod.io/from-referrer/)
|
t-meta |
274/0 |
Mathlib.lean,Mathlib/Init.lean,Mathlib/Util/PrivateProof.lean,MathlibTest/Util/PrivateProof.lean |
4 |
11 |
['JovanGerb', 'eric-wieser', 'github-actions', 'kim-em', 'thorimur'] |
eric-wieser assignee:eric-wieser |
1-83090 1 day ago |
22-49314 22 days ago |
67-29181 67 days |
1 |
| 44769 |
mycaule author:mycaule |
feat: volume of solids of revolution and of cones |
A new file `Mathlib/MeasureTheory/Measure/Lebesgue/SolidOfRevolution.lean` with the disc method for volumes of solids of revolution, in `ℝ × EuclideanSpace ℝ (Fin 2)`:
* `MeasureTheory.Measure.prod_setOf_mem_closedBall`: Cavalieri's principle for regions whose slices are closed balls, for any product `μ.prod ν` (`ν` s-finite, `E` a pseudometric space with `OpensMeasurableSpace`):
`μ.prod ν {p | p.1 ∈ s ∧ p.2 ∈ closedBall c (r p.1)} = ∫⁻ x in s, ν (closedBall c (r x)) ∂μ`.
* `EuclideanSpace.volume_setOf_mem_norm_le`: `volume {p : ℝ × ℝ² | p.1 ∈ s ∧ ‖p.2‖ ≤ r p.1} = ∫⁻ x in s, ENNReal.ofReal (r x) ^ 2 * ENNReal.ofReal π` (no sign condition on `r` is needed).
* `EuclideanSpace.volume_solidOfRevolution`: if `f` is continuous and nonnegative on `[a, b]`, then the solid of revolution has volume `ENNReal.ofReal (π * ∫ x in a..b, f x ^ 2)`.
* `EuclideanGeometry.euclideanHausdorffMeasure_cone` (in `Mathlib/Geometry/Euclidean/Volume/MeasureSimplex.lean`, right before the simplex formula it generalizes; suggested in review): in an affine subspace `T` of dimension `d + 1`, the cone with apex `a ∈ T` over a measurable base `B` contained in an affine subspace `S ≤ T` with `a ∉ S` has volume `μHE[d + 1] = h * μHE[d] B / (d + 1)`, with `h = dist a (orthogonalProjection S a)`. Proved by slicing with `euclideanHausdorffMeasure_eq_lintegral_of_subset` (slices are `homothety a x '' B`).
* The simplex formula `Affine.Simplex.euclideanHausdorffMeasure_closedInterior` is the special case of a cone over a face; its proof is left unchanged here, and could be derived from the cone theorem in a follow-up.
* `EuclideanSpace.volume_cone`: the cone of radius `R` and height `H` has volume `π * R ^ 2 * H / 3`.
The proofs use `Measure.prod_apply` (slices are balls) and `EuclideanSpace.volume_closedBall_fin_two`.
Happy to change the ambient space (e.g. `EuclideanSpace ℝ (Fin 3)` with rotation around a coordinate axis) or the file location if reviewers prefer.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-measure-probability
LLM-generated
new-contributor
|
237/10 |
Mathlib.lean,Mathlib/Geometry/Euclidean/Volume/MeasureSimplex.lean,Mathlib/MeasureTheory/Measure/Lebesgue/SolidOfRevolution.lean |
3 |
8 |
['github-actions', 'mycaule', 'vihdzp', 'wwylele'] |
nobody |
1-81085 1 day ago |
2-84563 2 days ago |
2-84228 2 days |
0 |
| 44702 |
mycaule author:mycaule |
feat(GroupTheory/MonoidRightZero): right zeros in finite monoids |
Add `Mathlib/GroupTheory/MonoidRightZero.lean`: a finite monoid in which any two principal right ideals meet (`∀ u v, ∃ u' v', u * u' = v * v'`) and every morphism to a group is trivial has a right zero, an element `p` with `u * p = p` for all `u`. Conversely, a right zero gives both conditions, so for finite monoids this is an equivalence (`Monoid.exists_forall_mul_eq_self_iff_of_finite`).
Mathlib has Ore sets (`OreLocalization.OreSet`, which also ask for a cancellation condition) and the group completion of a commutative monoid (`Algebra.GrothendieckGroup`), but nothing on right zeros of a noncommutative monoid.
The statement is Proposition 1 of an unpublished manuscript of A. Grothendieck (Montpellier archive, cote 158).
Questions for reviewers: whether the right Ore-type condition has a name in mathlib, and whether "every monoid morphism to a group is trivial" is the preferred way to say "trivial group completion".
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review.
|
t-group-theory
new-contributor
LLM-generated
|
120/0 |
Mathlib.lean,Mathlib/GroupTheory/MonoidRightZero.lean |
2 |
4 |
['github-actions', 'mycaule', 'tb65536'] |
nobody |
1-73123 1 day ago |
3-82836 3 days ago |
3-82501 3 days |
0 |
| 44768 |
mycaule author:mycaule |
feat(Topology/Algebra/Order/Group): adjacent sequences converge |
The classical "adjacent sequences" theorem (théorème des suites adjacentes, a staple of the French curriculum): if `u` is monotone, `v` is antitone and `v - u → 0`, then `u` and `v` converge to the same limit.
* `Monotone.le_of_antitone_of_tendsto_sub`: under these hypotheses, `u i ≤ v i` for all `i`.
* `Monotone.exists_tendsto_of_antitone_of_tendsto_sub`: `∃ l, Tendsto u atTop (𝓝 l) ∧ Tendsto v atTop (𝓝 l)`.
Both are stated multiplicatively (`v / u → 1`) with `to_additive`, for a conditionally complete linearly ordered commutative group with the order topology, and for a directed nonempty index type; for real sequences `hu.exists_tendsto_of_antitone_of_tendsto_sub hv h` applies directly.
The proof bounds `u` by `v i₀`, takes `l = ⨆ i, u i` via `tendsto_atTop_ciSup`, and writes `v = (v - u) + u`. This adds a (private) import of `Mathlib.Topology.Order.MonotoneConvergence`, which does not import this file.
The existing nested-intervals lemma `Monotone.ciSup_mem_iInter_Icc_of_antitone` gives a common point but not the limits.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-topology
LLM-generated
new-contributor
|
35/0 |
Mathlib/Topology/Algebra/Order/Group.lean |
1 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-71954 1 day ago |
2-84757 2 days ago |
2-84422 2 days |
0 |
| 44759 |
mycaule author:mycaule |
feat(Algebra/Order/BigOperators/Ring/Finset): the Binet–Cauchy and Lagrange identities |
Add to `Mathlib/Algebra/Order/BigOperators/Ring/Finset.lean`, over a commutative ring, next to the Cauchy–Schwarz inequality:
`Finset.sum_sum_mul_sub_mul_mul_mul_sub_mul`: the Binet–Cauchy identity, `∑ i ∈ s, ∑ j ∈ s, (a i * b j - a j * b i) * (c i * d j - c j * d i) = 2 * ((∑ a i * c i) * (∑ b i * d i) - (∑ a i * d i) * (∑ b i * c i))`
`Finset.sum_sum_mul_sub_mul_sq`: Lagrange's identity, `∑ i ∈ s, ∑ j ∈ s, (f i * g j - f j * g i) ^ 2 = 2 * ((∑ f i ^ 2) * (∑ g i ^ 2) - (∑ f i * g i) ^ 2)`
Add to `Mathlib/Analysis/RCLike/Basic.lean`:
`RCLike.sum_sum_norm_mul_sub_mul_sq`: `∑ i ∈ s, ∑ j ∈ s, ‖a i * b j - a j * b i‖ ^ 2 = 2 * ((∑ ‖a i‖ ^ 2) * (∑ ‖b i‖ ^ 2) - ‖∑ conj (a i) * b i‖ ^ 2)`
`RCLike.sum_sum_norm_mul_sub_mul_sq_le`: the resulting bound `≤ 2 * (∑ ‖a i‖ ^ 2) * ∑ ‖b i‖ ^ 2`
The sums run over ordered pairs `(i, j)`, which gives the factor `2` and avoids a linear order on the index type. The `RCLike` identity is the Binet–Cauchy identity with `c = conj a`, `d = conj b`, read in `K` through `mul_conj`. mathlib has the Cauchy–Schwarz inequality for finsets (`Finset.sum_mul_sq_le_sq_mul_sq`) and the scalar quadruple product for the cross product (`cross_dot_cross`), but neither identity.
Questions for reviewers: the names (the Binet–Cauchy one is long, LHS-derived); whether to add `i < j` versions for a linearly ordered index; whether the commutative ring identities belong in `Algebra/BigOperators/Ring/Finset.lean` (which does not import `ring`) rather than the ordered file.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
LLM-generated
new-contributor
|
41/0 |
Mathlib/Algebra/Order/BigOperators/Ring/Finset.lean,Mathlib/Analysis/RCLike/Basic.lean |
2 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-71927 1 day ago |
3-6950 3 days ago |
3-7184 3 days |
0 |
| 44729 |
mycaule author:mycaule |
feat(NumberTheory/CarmichaelNumber): powers modulo a squarefree number |
`pow_carmichael` gives `a ^ λ n = 1` for units of `ZMod n`, and Korselt's criterion only looks at bases coprime to `n`. This PR covers all residues:
* `Squarefree.zmod_pow_mul_carmichael_add_one`: if `n` is squarefree, then `a ^ (k * λ n + 1) = a` for every `a : ZMod n`. (With `n = p * q` this is the correctness of RSA, including messages divisible by `p` or `q`.)
* `Nat.squarefree_of_forall_zmod_pow_add_one_eq`: if `a ^ (m + 1) = a` for all `a : ZMod n` and some `m ≠ 0`, then `n` is squarefree.
* `Nat.squarefree_iff_forall_zmod_pow_carmichael_add_one`: for `n ≠ 0`, `Squarefree n ↔ ∀ a : ZMod n, a ^ (λ n + 1) = a`.
* `Nat.IsCarmichael.zmod_pow_eq_self`: a Carmichael number satisfies `a ^ n = a` for every `a : ZMod n` (the classical equivalent definition).
The first proof reduces to each prime factor `p` of `n` (using `Nat.prod_primeFactors_of_squarefree` and `Finset.prod_primes_dvd`), where either `a ≡ 0` or Fermat's little theorem applies since `p - 1 = λ p ∣ λ n`.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
new-contributor
t-number-theory
LLM-generated
|
64/0 |
Mathlib/NumberTheory/CarmichaelNumber.lean |
1 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-71644 1 day ago |
3-45069 3 days ago |
3-44734 3 days |
0 |
| 44720 |
mycaule author:mycaule |
feat(Probability/Distributions/Geometric): mean and variance |
Compute the first two moments of the geometric distribution `geometricMeasure p` (number of failures before the first success):
* `integral_id_geometricMeasure : ∫ n, (n : ℝ) ∂geometricMeasure p = (1 - p) / p`
* `integral_sq_geometricMeasure : ∫ n, (n : ℝ) ^ 2 ∂geometricMeasure p = (1 - p) * (2 - p) / p ^ 2`
* `memLp_two_id_geometricMeasure`
* `variance_id_geometricMeasure : Var[fun n : ℕ ↦ (n : ℝ); geometricMeasure p] = (1 - p) / p ^ 2`
plus the underlying `HasSum` lemmas. No hypothesis on `p` is needed: for `p = 0`, `geometricMeasure 0 = dirac 0` and both sides vanish (division by zero is `0`).
The proofs use `integral_geometricMeasure` together with `hasSum_coe_mul_geometric_of_norm_lt_one` and `hasSum_sq_mul_geometric_of_norm_lt_one`.
These live in a new file, `Mathlib/Probability/Distributions/Geometric/Moments.lean`, so that `Geometric.lean` does not have to import `Mathlib.Probability.Moments.Variance`.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-measure-probability
new-contributor
LLM-generated
|
93/0 |
Mathlib.lean,Mathlib/Probability/Distributions/Geometric/Moments.lean |
2 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-69967 1 day ago |
3-45941 3 days ago |
3-45606 3 days |
0 |
| 44805 |
bryangingechen author:bryangingechen |
chore: link bors's dashboard at bors.mathlib.org |
This PR points the README's bors badge at bors's new address, https://bors.mathlib.org/repositories/16. It shows the same dashboard as the old address.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
LLM-generated
easy
|
1/1 |
README.md |
1 |
1 |
['github-actions'] |
nobody |
1-69222 1 day ago |
1-70039 1 day ago |
1-69704 1 day |
0 |
| 43980 |
joelriou author:joelriou |
feat(Algebra/Homology): the homology functor is accessible |
If `C` is a Grothendieck abelian category, we show that the homology functors (from the categories of short complexes or homological complexes in `C`) preserve filtered colimits.
---
There are a few new `set_option` in this PR, but I am fixing all the transparency issues in all the `Algebra/Homology/ShortComplex/` files in a followup PR #44011.
- [x] depends on: #43977
<!-- Your PR title will become the first line of the commit message.
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For details on the "pull request lifecycle" in mathlib, please see:
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In particular, note that most reviewers will only notice your PR
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Co-authors in the squash commit are gathered from two sources:
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[](https://gitpod.io/from-referrer/)
|
t-category-theory
increases-technical-debt
|
275/0 |
Mathlib.lean,Mathlib/Algebra/Homology/ShortComplex/HomologicalComplex.lean,Mathlib/Algebra/Homology/ShortComplex/Homology.lean,Mathlib/Algebra/Homology/ShortComplex/HomologyCofork.lean,Mathlib/CategoryTheory/Abelian/GrothendieckCategory/HomologyFunctorAccessible.lean |
5 |
3 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
1-62080 1 day ago |
1-62751 1 day ago |
1-62417 1 day |
1 |
| 44784 |
shunfeng8421 author:shunfeng8421 |
feat(Combinatorics): prove finitary Van der Waerden by compactness |
Proves the finitary version of Van der Waerden's theorem:
```lean
theorem van_der_waerden (k : ℕ) {κ : Type*} [Finite κ] [Nonempty κ] :
∃ N : ℕ, ∀ C : Fin (N + 1) → κ, HasMonoAPWithin k N C
```
i.e. every finite coloring of a sufficiently large initial segment `[0, N]`
contains a monochromatic arithmetic progression of length `k`.
This resolves the TODO in `Mathlib/Combinatorics/HalesJewett.lean` asking for a
finitary version of Van der Waerden's theorem.
## Proof sketch
The proof goes by compactness (Rado's selection lemma), the route explicitly
suggested in the TODO ("either by compactness or by modifying the current
proof"):
1. Assume the theorem fails: every segment `[0, N]` admits a "bad" coloring with
no monochromatic AP of length `k`.
2. For each finite set `s ⊆ ℕ`, pick the bad coloring of the covering interval
`[0, s.sup id]` and extend it (arbitrarily) to all of `ℕ`.
3. **Rado's selection lemma** (`Finset.rado_selection`, from
`Mathlib/Combinatorics/Compactness.lean`, itself proved via Tychonoff's
theorem) stitches these local bad colorings into a global coloring
`χ : ℕ → κ` that agrees with some local bad coloring on every finite set.
4. The **infinite** Van der Waerden theorem — `Combinatorics.exists_mono_homothetic_copy`,
a corollary of Hales–Jewett — produces a monochromatic AP `(a * t + b)_{t < k}`
in `χ`.
5. Viewed as a finite set, this AP lies inside the covering interval of some
finite set `t` on which the bad coloring agrees with `χ`, so it is also
monochromatic there — contradicting badness of that local coloring.
No explicit bounds are produced; this is purely an existence proof, which is
exactly what the compactness route buys.
## New definitions
- `Combinatorics.HasMonoAPWithin k N C`: the coloring `C : Fin (N+1) → κ` of the
initial segment `[0, N]` contains a monochromatic AP of length `k`.
## Changes
- `Mathlib/Combinatorics/HalesJewett.lean`: removed the completed TODO item
("Prove a finitary version of Van der Waerden's theorem ... by compactness"),
added a pointer to the new theorem in the "Main results" list.
- `Mathlib/Combinatorics/VanDerWaerden.lean`: new file.
## Notes for the reviewer
- The file header still contains the `[Author]` placeholder: fill in your name
before committing.
-------
**AI disclosure**: AI-assisted tools were used to draft the proof outline and Lean code, and to debug type/simplifier issues; all contributions were reviewed and verified by the author, who takes full responsibility for the correctness of the mathematics and code.
|
t-combinatorics
new-contributor
LLM-generated
|
100/3 |
Mathlib.lean,Mathlib/Combinatorics/HalesJewett.lean,Mathlib/Combinatorics/VanDerWaerden.lean |
3 |
5 |
['github-actions', 'grunweg', 'shunfeng8421'] |
nobody |
1-56076 1 day ago |
1-56076 1 day ago |
1-64097 1 day |
0 |
| 42353 |
sankalpsthakur author:sankalpsthakur |
feat(RingTheory): add nilpotence lemmas for zero sums |
In a commutative semiring, adds:
- `sq_eq_sq_of_add_eq_zero`: if `x + y = 0` then `x^2 = y^2`
- `IsNilpotent.of_add_eq_zero_left`: if `x + y = 0` and `y` is nilpotent, so is `x`
- `isNilpotent_iff_of_add_eq_zero`: under `x + y = 0`, `x` is nilpotent iff `y` is
Motivated by #10539.
### Validation
Built locally: `lake build Mathlib.RingTheory.Nilpotent.Basic` — succeeds.
Closes #10539
### AI/LLM disclosure
AI coding tools were used to help draft this change and PR description. I reviewed the complete change, understand the reasoning, and verified the build locally before submitting. |
t-ring-theory
new-contributor
LLM-generated
|
49/0 |
Mathlib/RingTheory/Nilpotent/Basic.lean |
1 |
29 |
['github-actions', 'sankalpsthakur', 'tb65536'] |
nobody |
1-52490 1 day ago |
49-23674 49 days ago |
55-31127 55 days |
0 |
| 43692 |
j-loreaux author:j-loreaux |
feat: a syntax linter for the `@[congr]` attribute |
The documentation for the `@[congr]` attribute states:
```
A `simp` congruence lemma should prove the equality of two applications of the same function from
the equality of the individual arguments. They are used by `simp` to visit subexpressions of an
application where the default congruence algorithm fails. This is particularly important for
functions where some parameters depend on previous parameters.
Congruence lemmas should have an equality for every parameter, possibly bounded by foralls, with
the right hand side being an application of a parameter on the right-hand side. When applying
congruence theorems, `simp` will first infer parameters from the right-hand side, then try to
simplify each left-hand side of the parameter equalities and finally infer the right-hand side
parameters from the result.
```
However, no check is performed to verify that all the arguments to the function vary. This PR adds a syntax linter to check this and turns it on by default across Mathlib. We explicitly silence the linter where it currently triggers.
This linter addresses a real problem, as I was bitten by the lack of this check in #43028 and fixed in #43689.
---
AI disclosure: this was generated by Claude (Opus 5) with my prompting. I rewrote some bits here and there to something I found more suitable, especially in the documentation portions. I understand all the meta code written herein, but I'm not sure if it follows best practices everywhere or not.
After some initial review, I had some better ideas of what could be changed, and made edits myself, without Claude.
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
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details. Please leave a blank newline before the `---`, otherwise GitHub
will format the text above it as a title.
For details on the "pull request lifecycle" in mathlib, please see:
https://leanprover-community.github.io/contribute/index.html
In particular, note that most reviewers will only notice your PR
if it passes the continuous integration checks.
Please ask for help on https://leanprover.zulipchat.com if needed.
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Co-authors in the squash commit are gathered from two sources:
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may create empty commits to indicate co-authorship, using commands like so:
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Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
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below the `---`, and placed outside this HTML comment, or else they
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[](https://gitpod.io/from-referrer/)
|
t-linter
LLM-generated
large-import
|
244/0 |
Mathlib.lean,Mathlib/Data/Finset/Filter.lean,Mathlib/Data/Finset/Fold.lean,Mathlib/Data/Finsupp/Basic.lean,Mathlib/Data/List/Basic.lean,Mathlib/Data/List/Find.lean,Mathlib/Data/List/Zip.lean,Mathlib/Data/Multiset/Bind.lean,Mathlib/Data/Multiset/Filter.lean,Mathlib/Data/Multiset/Find.lean,Mathlib/Data/Set/Image.lean,Mathlib/Data/Set/NAry.lean,Mathlib/Data/Sym/Basic.lean,Mathlib/Data/Sym/Sym2.lean,Mathlib/Geometry/Convex/ConvexSpace/Defs.lean,Mathlib/Init.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Linter/CongrFixedArgs.lean,MathlibTest/Linter/CongrFixedArgs.lean |
19 |
27 |
['JovanGerb', 'github-actions', 'grunweg', 'j-loreaux', 'mathlib-merge-conflicts'] |
nobody |
1-50494 1 day ago |
1-65425 1 day ago |
30-38138 30 days |
0 |
| 44810 |
zixiaowang17 author:zixiaowang17 |
feat(Combinatorics): add abstract graphical Markov properties |
Introduce the global, local, and pairwise Markov properties for undirected graphs, and prove
the forward implications global → local → pairwise under the semigraphoid axioms.
The implementation is a single module importing `Mathlib.Combinatorics.SimpleGraph.Walk.Basic`.
The current framework allows arbitrary vertex types, including infinite and uncountable types.
Reference: David Montague and Bala Rajaratnam, *Graphical Markov models for infinitely many
variables*, *Transactions of the American Mathematical Society* **370** (2018), no. 11,
7557–7603. [doi:10.1090/tran/7048](https://doi.org/10.1090/tran/7048).
---
I want to introduce “a graphical framework in which we can analyze the Markov properties
from a purely set theoretic perspective which is independent of probability theory,” as
described in [Section 4](https://arxiv.org/pdf/1501.07878#page=8).
Motivation: I was trying to provide a common foundation connecting graphical models in
statistics, random fields, and percolation on lattices. Along the way, I found that most of
the materials I read assumed finite vertex sets. However, I want to understand better what
drives the equivalence of the Markov properties, so that we can talk about theorems with
more flexibility. I then found this paper, which, in Section 4, takes a purely set-theoretic approach
to independence and graphical Markov properties, separately from its treatment of
measure-theoretic conditional independence in probabilistic models.
If this PR meets the requirements and is in the right direction, I plan to finish proving
the equivalence of the pairwise, local, and global Markov properties for ternary relations
under suitable intersection assumptions. In the long term, I plan to connect conditional
independence in probability with graphical models, including DAGs.
AI assistance: OpenAI Codex assisted with the Lean definitions and proofs. I checked every
line of the code. |
t-combinatorics
LLM-generated
new-contributor
|
138/0 |
Mathlib.lean,Mathlib/Combinatorics/Graphoid/Markov.lean,docs/references.bib |
3 |
3 |
['github-actions', 'zixiaowang17'] |
nobody |
1-49832 1 day ago |
1-50408 1 day ago |
1-50073 1 day |
0 |
| 40472 |
karlesmarin author:karlesmarin |
feat(Combinatorics/SimpleGraph): oriented incidence matrix |
Defines the oriented incidence matrix `SimpleGraph.orientedIncMatrix` of a simple graph on a linearly ordered vertex type, with each edge oriented from its smaller to its larger endpoint, and proves `orientedIncMatrix_mul_transpose : N * Nᵀ = G.lapMatrix R`.
This covers, for a fixed orientation, the second TODO in `Mathlib/Combinatorics/SimpleGraph/IncMatrix.lean`.
Written with the help of an LLM (Claude).
|
new-contributor
LLM-generated
t-combinatorics
|
157/0 |
Mathlib.lean,Mathlib/Combinatorics/SimpleGraph/OrientedIncMatrix.lean |
2 |
21 |
['SnirBroshi', 'github-actions', 'karlesmarin'] |
b-mehta assignee:b-mehta |
1-46591 1 day ago |
16-67608 16 days ago |
124-8206 124 days |
0 |
| 41981 |
YaelDillies author:YaelDillies |
refactor(Algebra/Polynomial): make into an `abbrev` of `AddMonoidAlgebra` |
... and deprecate the declarations that are now tautological (`toFinsupp`/`ofFinsupp`, `coeff` and their API). For some of the `Polynomial` declarations that needed changing, it was simplest to replace them with the corresponding `AddMonoidAlgebra` one. Note that this replacement is far from exhaustive (a majority of the `Polynomial` API could be replaced this way).
Note that `algebraMap R R[X]` has changed defeq.
[Zulip](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Reworking.20Finsupp.2C.20MonoidAlgebra.2C.20HahnSeries.2E.20PowerSeries/with/609275708)
Generated through several rounds of manual review with Claude Opus. Heavily edited by hand afterwards.
Assisted-by: Claude Opus 4.8
---
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|
tech debt
t-algebra
LLM-generated
label:t-algebra$ |
546/767 |
Counterexamples/Cyclotomic105.lean,Counterexamples/MapFloor.lean,Counterexamples/MonicNonRegular.lean,Mathlib/Algebra/CubicDiscriminant.lean,Mathlib/Algebra/Lie/Rank.lean,Mathlib/Algebra/Module/LinearMap/Polynomial.lean,Mathlib/Algebra/MonoidAlgebra/MapDomain.lean,Mathlib/Algebra/MonoidAlgebra/Support.lean,Mathlib/Algebra/MvPolynomial/Equiv.lean,Mathlib/Algebra/Polynomial/AlgebraMap.lean,Mathlib/Algebra/Polynomial/Basic.lean,Mathlib/Algebra/Polynomial/Basis.lean,Mathlib/Algebra/Polynomial/BigOperators.lean,Mathlib/Algebra/Polynomial/Cardinal.lean,Mathlib/Algebra/Polynomial/Coeff.lean,Mathlib/Algebra/Polynomial/CoeffMem.lean,Mathlib/Algebra/Polynomial/Degree/Defs.lean,Mathlib/Algebra/Polynomial/Degree/Domain.lean,Mathlib/Algebra/Polynomial/Degree/IsMonicOfDegree.lean,Mathlib/Algebra/Polynomial/Degree/Lemmas.lean,Mathlib/Algebra/Polynomial/Degree/Operations.lean,Mathlib/Algebra/Polynomial/Degree/Support.lean,Mathlib/Algebra/Polynomial/Degree/TrailingDegree.lean,Mathlib/Algebra/Polynomial/Degree/Units.lean,Mathlib/Algebra/Polynomial/Derivative.lean,Mathlib/Algebra/Polynomial/Div.lean,Mathlib/Algebra/Polynomial/EraseLead.lean,Mathlib/Algebra/Polynomial/Eval/Algebra.lean,Mathlib/Algebra/Polynomial/Eval/Coeff.lean,Mathlib/Algebra/Polynomial/Eval/Defs.lean,Mathlib/Algebra/Polynomial/Eval/Degree.lean,Mathlib/Algebra/Polynomial/FieldDivision.lean,Mathlib/Algebra/Polynomial/GroupRingAction.lean,Mathlib/Algebra/Polynomial/HasseDeriv.lean,Mathlib/Algebra/Polynomial/Homogenize.lean,Mathlib/Algebra/Polynomial/Inductions.lean,Mathlib/Algebra/Polynomial/Laurent.lean,Mathlib/Algebra/Polynomial/Lifts.lean,Mathlib/Algebra/Polynomial/Module/Basic.lean,Mathlib/Algebra/Polynomial/Monic.lean,Mathlib/Algebra/Polynomial/Monomial.lean,Mathlib/Algebra/Polynomial/OfFn.lean,Mathlib/Algebra/Polynomial/Reverse.lean,Mathlib/Algebra/Polynomial/Roots.lean,Mathlib/Algebra/Polynomial/RuleOfSigns.lean,Mathlib/Algebra/Polynomial/Sequence.lean,Mathlib/Algebra/Polynomial/Splits.lean,Mathlib/Algebra/Polynomial/UnitTrinomial.lean,Mathlib/Algebra/Ring/Subring/IntPolynomial.lean,Mathlib/AlgebraicGeometry/EllipticCurve/DivisionPolynomial/Degree.lean,Mathlib/Analysis/Polynomial/CauchyBound.lean,Mathlib/Analysis/Polynomial/Fourier.lean,Mathlib/FieldTheory/Finite/Basic.lean,Mathlib/FieldTheory/Minpoly/Field.lean,Mathlib/FieldTheory/Minpoly/MinpolyDiv.lean,Mathlib/FieldTheory/SeparablyGenerated.lean,Mathlib/LinearAlgebra/Finsupp/VectorSpace.lean,Mathlib/LinearAlgebra/Lagrange.lean,Mathlib/LinearAlgebra/Matrix/Charpoly/Coeff.lean,Mathlib/LinearAlgebra/Matrix/Charpoly/Univ.lean,Mathlib/LinearAlgebra/Matrix/GeneralLinearGroup/FinTwo.lean,Mathlib/LinearAlgebra/Matrix/Polynomial.lean,Mathlib/NumberTheory/BernoulliPolynomials.lean,Mathlib/RingTheory/AdjoinRoot.lean,Mathlib/RingTheory/Algebraic/Basic.lean,Mathlib/RingTheory/Algebraic/Integral.lean,Mathlib/RingTheory/Artinian/Instances.lean,Mathlib/RingTheory/Derivation/MapCoeffs.lean,Mathlib/RingTheory/IntegralClosure/IsIntegralClosure/Basic.lean,Mathlib/RingTheory/Invariant/Basic.lean,Mathlib/RingTheory/IsAdjoinRoot.lean,Mathlib/RingTheory/Jacobson/Polynomial.lean,Mathlib/RingTheory/KrullDimension/Polynomial.lean,Mathlib/RingTheory/MatrixPolynomialAlgebra.lean,Mathlib/RingTheory/MvPolynomial/Homogeneous.lean,Mathlib/RingTheory/Norm/Basic.lean,Mathlib/RingTheory/Polynomial/Basic.lean,Mathlib/RingTheory/Polynomial/Cyclotomic/Basic.lean,Mathlib/RingTheory/Polynomial/Hermite/Basic.lean,Mathlib/RingTheory/Polynomial/HilbertPoly.lean,Mathlib/RingTheory/Polynomial/Ideal.lean,Mathlib/RingTheory/Polynomial/IntegralNormalization.lean,Mathlib/RingTheory/Polynomial/IrreducibleRing.lean,Mathlib/RingTheory/Polynomial/Nilpotent.lean,Mathlib/RingTheory/Polynomial/Opposites.lean,Mathlib/RingTheory/Polynomial/ScaleRoots.lean,Mathlib/RingTheory/Polynomial/Subring.lean,Mathlib/RingTheory/PolynomialAlgebra.lean,Mathlib/RingTheory/PowerBasis.lean,Mathlib/RingTheory/PowerSeries/Basic.lean,Mathlib/RingTheory/PowerSeries/Derivative.lean,Mathlib/RingTheory/PowerSeries/Trunc.lean,Mathlib/RingTheory/ReesAlgebra.lean,Mathlib/RingTheory/Spectrum/Prime/ChevalleyComplexity.lean,Mathlib/RingTheory/Spectrum/Prime/IsOpenComapC.lean,Mathlib/RingTheory/Spectrum/Prime/Topology.lean,Mathlib/RingTheory/Trace/Basic.lean,Mathlib/RingTheory/ZariskisMainTheorem.lean,Mathlib/Tactic/ComputeDegree.lean,Mathlib/Tactic/ReduceModChar.lean |
102 |
18 |
['NoahW314', 'YaelDillies', 'github-actions', 'leanprover-radar', 'mathlib-merge-conflicts', 'tb65536'] |
jjdishere assignee:jjdishere |
1-46590 1 day ago |
6-11932 6 days ago |
70-17106 70 days |
0 |
| 44276 |
justus-springer author:justus-springer |
doc(AlgebraicGeometry/AffineTransitionLimit): improve stacks tags |
---
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|
t-algebraic-geometry |
5/4 |
Mathlib/AlgebraicGeometry/AffineTransitionLimit.lean |
1 |
1 |
['github-actions'] |
riccardobrasca assignee:riccardobrasca |
1-46589 1 day ago |
16-13170 16 days ago |
16-12835 16 days |
0 |
| 44723 |
mycaule author:mycaule |
feat(CategoryTheory/Adjunction/Idempotent): fixed points and idempotent adjunctions |
New file `Mathlib/CategoryTheory/Adjunction/Idempotent.lean`. For `adj : L ⊣ R` with unit `η` and counit `ε`:
`Adjunction.idempotent_tfae`: the four conditions `ηR`, `Rε`, `εL`, `Lη` invertible are equivalent
`Adjunction.map_map_unit_app_of_idempotent`, `Adjunction.map_map_counit_app_of_idempotent`: `RLη_X = η_{RLX}` and `LRε_Y = ε_{LRY}` in the idempotent case
`Adjunction.fixedLeft`, `Adjunction.fixedRight`: the objects at which `η`, resp. `ε`, is an isomorphism (closed under isomorphisms; `fixedLeft_iff_exists`, `fixedRight_iff_exists`)
`Adjunction.fixedEquiv`: for any adjunction, `L` and `R` restrict to an equivalence `adj.fixedLeft.FullSubcategory ≌ adj.fixedRight.FullSubcategory`
`Adjunction.fixedLeftAdjunction`, `Adjunction.fixedLeftReflective`: if the adjunction is idempotent, `fixedLeft` is reflective in `C` with reflector `L ⋙ R`
`Adjunction.fixedRightAdjunction`, `Adjunction.fixedRightCoreflective`: dually, `fixedRight` is coreflective in `D` with coreflector `R ⋙ L`
`map_map_unit_app_of_idempotent` is the generalization asked for by the TODO above `unit_obj_eq_map_unit` in `Adjunction/Reflective.lean` (from reflective to idempotent adjunctions).
Then `PreservesColimits` of the reflector, `HasColimits` of the fixed part (`hasColimits_of_reflective`) and the localization property (`Adjunction.isLocalization`) follow from existing mathlib lemmas.
Questions for reviewers: names (`fixedLeft`/`fixedRight`, or e.g. `unitIsIso`/`counitIsIso`); whether to add a class `Adjunction.IsIdempotent` (one of the four conditions) with instances for reflective and coreflective adjunctions, in this PR or a follow-up; and whether to add `IsIso adj.toMonad.μ ↔ idempotent` next to `μ_iso_of_reflective`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-category-theory
new-contributor
LLM-generated
|
272/0 |
Mathlib.lean,Mathlib/CategoryTheory/Adjunction/Idempotent.lean |
2 |
2 |
['github-actions'] |
dagurtomas assignee:dagurtomas |
1-46588 1 day ago |
3-15317 3 days ago |
3-14982 3 days |
0 |
| 44346 |
justus-springer author:justus-springer |
doc(AlgebraicGeometry/EffectiveEpi): add stacks tag `023Q` |
Follow-up to #44313.
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|
t-algebraic-geometry |
1/0 |
Mathlib/AlgebraicGeometry/EffectiveEpi.lean |
1 |
1 |
['JX-Mo', 'github-actions'] |
nobody |
1-45689 1 day ago |
14-20252 14 days ago |
14-19917 14 days |
0 |
| 39067 |
mbkybky author:mbkybky |
feat(Algebra/Module): define modules admitting finite free resolutions |
We say that an `R`-module `M` has a finite free resolution if there exists an exact sequence `0 ⟶ Eₙ ⟶ ⋯ ⟶ E₀ ⟶ M ⟶ 0` such that `Eᵢ` are finite free `R`-modules.
- [x] depends on: #41880
---
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|
t-algebra label:t-algebra$ |
171/0 |
Mathlib.lean,Mathlib/Algebra/Module/FiniteFreeResolution/Basic.lean |
2 |
4 |
['github-actions', 'joelriou', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
1-45688 1 day ago |
23-5829 23 days ago |
62-44032 62 days |
2 |
| 41399 |
vlad902 author:vlad902 |
feat(MvPolynomial): ideal generated by indeterminates in a polynomial ring over a domain is prime |
---
AI: Used Claude to help search for lemmas and golf, no AI code made it into the final PR.
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|
t-ring-theory |
46/7 |
Mathlib/Algebra/MvPolynomial/Variables.lean,Mathlib/RingTheory/AdicCompletion/Completeness.lean,Mathlib/RingTheory/MvPolynomial/Ideal.lean |
3 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
1-45687 1 day ago |
39-135 38 days ago |
98-47801 98 days |
1 |
| 43013 |
grunweg author:grunweg |
feat: diffeomorphisms are smooth embeddings |
This is a direct corollary of a previous PR, so let's include it.
This PR assumes matching models with corners (as the general case is not obviously true).
Using the inverse function theorem instead allows any models, but requires Banach manifolds and conditions on boundary behaviour. This will be added in the future, once the relevant version of the inverse function theorem is merged to mathlib.
---
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|
t-differential-geometry |
32/3 |
Mathlib/Geometry/Manifold/Immersion.lean,Mathlib/Geometry/Manifold/SmoothEmbedding.lean |
2 |
3 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
1-45687 1 day ago |
24-62775 24 days ago |
25-71282 25 days |
0 |
| 44812 |
keithadler author:keithadler |
fix(MeasureTheory/Group/Arithmetic): make `Finset.measurable_prod` state the product of functions |
`Finset.measurable_prod` (and `Finset.measurable_sum`) had exactly the same statement and proof as `Finset.measurable_fun_prod`: `Measurable fun a ↦ ∏ i ∈ s, f i a`. Everywhere else in this file the plain name states the point-free form (`List.measurable_prod : Measurable l.prod`, `Finset.aemeasurable_prod : AEMeasurable (∏ i ∈ s, f i) μ`) and `_fun_` states the `fun a ↦ …` form. This makes `Finset.measurable_prod` state `Measurable (∏ i ∈ s, f i)`, proved through `Multiset.measurable_prod` the way `aemeasurable_prod` is, and proves `measurable_fun_prod` from it. The two uses that need the `fun` form, `IsProgressive.finsetProd` and `integral_id_stdGaussian`, now use `measurable_fun_prod` / `measurable_fun_sum`.
The three edited modules build and `lake exe runLinter` passes on them, on current `master`. I did not build the rest of Mathlib, so CI will show whether anything else used the old statement.
Found with [Lean Studio](https://github.com/keithadler/leanstudio)'s Find Similar Proofs. Prepared with AI assistance (Claude); I checked the change and the build.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-measure-probability
LLM-generated
new-contributor
|
9/9 |
Mathlib/MeasureTheory/Group/Arithmetic.lean,Mathlib/Probability/Distributions/Gaussian/Multivariate.lean,Mathlib/Probability/Process/Adapted.lean |
3 |
3 |
['github-actions', 'keithadler'] |
nobody |
1-45204 1 day ago |
1-46450 1 day ago |
1-46115 1 day |
0 |
| 44813 |
wwylele author:wwylele |
feat(MeasureTheory/Integral): layer cake formula for ENNReal-valued function |
The LHS is now applicable to all lintegral and it allows dealing with infinity uniformly.
---
This is working towards Prékopa–Leindler inequality
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|
t-measure-probability |
22/0 |
Mathlib/MeasureTheory/Integral/Layercake.lean |
1 |
4 |
['copilot-pull-request-reviewer', 'github-actions', 'wwylele'] |
nobody |
1-44972 1 day ago |
1-45881 1 day ago |
1-45546 1 day |
0 |
| 44814 |
BryceT233 author:BryceT233 |
feat(Algebra/TotalMonoidAlgebra): definitions and basic coefficient API |
We added the definitions and basic coefficient API of total monoid algebra.
---
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This is a split of #41472 |
t-algebra label:t-algebra$ |
331/0 |
Mathlib.lean,Mathlib/Algebra/TotalMonoidAlgebra/Defs.lean |
2 |
1 |
['github-actions'] |
nobody |
1-44149 1 day ago |
1-44767 1 day ago |
1-44432 1 day |
1 |
| 44788 |
BryceT233 author:BryceT233 |
chore(RingTheory/Jacobson): use `Ring.jacobson` throughout the library |
Existing statements about the Jacobson radical of a ring use both `(⊥ : Ideal R).jacobson` and `Ring.jacobson R`. This PR standardizes these statements on `Ring.jacobson R` and updates the downstream proofs, completing the `TODO` next to the definition of `Ring.jacobson`.
Part of this work was originally included in #41066. The remaining changes were implemented by GPT-6.1 Sol and reviewed by me.
---
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|
LLM-generated |
233/111 |
Mathlib/NumberTheory/RamificationInertia/Ramification.lean,Mathlib/RingTheory/AdicCompletion/Basic.lean,Mathlib/RingTheory/AdicCompletion/LocalRing.lean,Mathlib/RingTheory/AdicCompletion/Noetherian.lean,Mathlib/RingTheory/Artinian/Module.lean,Mathlib/RingTheory/Artinian/Ring.lean,Mathlib/RingTheory/Filtration.lean,Mathlib/RingTheory/Henselian.lean,Mathlib/RingTheory/Ideal/Cotangent.lean,Mathlib/RingTheory/Ideal/KrullsHeightTheorem.lean,Mathlib/RingTheory/Jacobson/Ideal.lean,Mathlib/RingTheory/Jacobson/Polynomial.lean,Mathlib/RingTheory/Jacobson/Radical.lean,Mathlib/RingTheory/Jacobson/Ring.lean,Mathlib/RingTheory/LocalRing/Etale.lean,Mathlib/RingTheory/LocalRing/Module.lean,Mathlib/RingTheory/LocalRing/Quotient.lean,Mathlib/RingTheory/Nakayama.lean,Mathlib/RingTheory/Regular/Free.lean,Mathlib/RingTheory/Unramified/Field.lean,Mathlib/RingTheory/Unramified/LocalRing.lean,Mathlib/Topology/Algebra/IsOpenUnits.lean,Mathlib/Topology/Algebra/Ring/Compact.lean |
23 |
2 |
['BryceT233', 'github-actions'] |
nobody |
1-40182 1 day ago |
2-38890 2 days ago |
2-38555 2 days |
2 |
| 44721 |
mycaule author:mycaule |
feat(Geometry/Euclidean/Projection): distance to a hyperplane via its normal vector |
Add the closed formula for the distance from a point to an affine hyperplane given by a normal vector, stated in the Euclidean-geometry normal form (distance to the orthogonal projection):
```lean
theorem EuclideanGeometry.dist_orthogonalProjection_eq_abs_inner_div_norm
(s : AffineSubspace ℝ P) [Nonempty s] [s.direction.HasOrthogonalProjection]
{n : V} (hn : s.directionᗮ = ℝ ∙ n) {q : P} (hq : q ∈ s) (p : P) :
dist p (orthogonalProjection s p) = |⟪n, p -ᵥ q⟫| / ‖n‖
```
Proof: `p -ᵥ orthogonalProjection s p = t • n` since it lies in `s.directionᗮ = ℝ ∙ n`, and `⟪n, p -ᵥ q⟫ = ⟪n, t • n⟫` because `orthogonalProjection s p -ᵥ q ∈ s.direction` is orthogonal to `n`. No hypothesis `n ≠ 0` is needed. The `Metric.infDist` form follows from `dist_orthogonalProjection_eq_infDist`.
As a corollary, without any new definition (the plane through `q` with normal vector `n` is `AffineSubspace.mk' q (ℝ ∙ n)ᗮ`):
```lean
theorem EuclideanGeometry.dist_orthogonalProjection_mk'_eq_abs_inner_div_norm (q : P) (n : V) (p : P) :
dist p (orthogonalProjection (AffineSubspace.mk' q (ℝ ∙ n)ᗮ) p) = |⟪n, p -ᵥ q⟫| / ‖n‖
```
together with an instance `(AffineSubspace.mk' q K).direction.HasOrthogonalProjection` for `K.HasOrthogonalProjection` (as for `perpBisector`). This adds a (non-public) import of `Mathlib.Analysis.InnerProductSpace.Projection.Submodule` for `Submodule.orthogonal_orthogonal`.
Context: this is the distance from a point to a plane `ax + by + cz + d = 0` as taught in the French high-school curriculum, `|ax₀ + by₀ + cz₀ + d| / √(a² + b² + c²)`.
AI disclosure: the statement and proof were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-euclidean-geometry
new-contributor
LLM-generated
|
37/2 |
Mathlib/Geometry/Euclidean/Projection.lean |
1 |
18 |
['github-actions', 'jsm28', 'mycaule', 'vihdzp', 'wwylele'] |
jsm28 assignee:jsm28 |
1-34393 1 day ago |
3-46006 3 days ago |
3-45671 3 days |
0 |
| 42067 |
themathqueen author:themathqueen |
feat(RingTheory): define Frobenius algebras |
A `FrobeniusAlgebra` is an algebra that is equipped with a `dual : Module.Dual R A` such that the bilinear form `(LinearMap.mul R A).compr₂ dual` is bijective.
A straightforward example: a matrix over a field with the trace as its dual is a Frobenius algebra. (Not an instance because there can be other choices of the dual.)
A `FrobeniusAlgebra` induces a coalgebra such that it satisfies the Frobenius equations (`Coalgebra.IsFrobenius`).
Note that this is not an instance since you can have a different coalgebra that is not equal to this one (for example, if you have a `Bialgebra R A` where `A` is not isomorphic to `R` then the coalgebra cannot satisfy the Frobenius equations, so this is not equal to the coalgebra coming from a `FrobeniusAlgebra R A`).
A coalgebra that satisfies the Frobenius equations (`Coalgebra.IsFrobenius`) naturally induces a Frobenius algebra (`FrobeniusAlgebra`).
---
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- [x] depends on: #27493
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[](https://gitpod.io/from-referrer/)
|
t-ring-theory |
331/21 |
Mathlib.lean,Mathlib/RingTheory/Coalgebra/IsFrobenius.lean,Mathlib/RingTheory/FrobeniusAlgebra/Basic.lean,Mathlib/RingTheory/FrobeniusAlgebra/IsFrobenius.lean |
4 |
12 |
['JX-Mo', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'themathqueen'] |
nobody |
1-33960 1 day ago |
23-616 23 days ago |
23-442 23 days |
0 |
| 44718 |
vihdzp author:vihdzp |
feat: finite index subgroups of ℤ biject with ℕ+ |
This will be used to justify the construction of `ZHat` as sequences `Π n : ℕ+, ZMod n`.
---
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This material is only used for the profinite completion of groups, which is already quite deep in the import chain, so I think this import increase is fine.
The increase in tech debt is due to the fact that `ℕ+` does not have its own constructor, and instead reuses that of `Subtype`, which causes type mismatches. The solution, outside of the scope of this PR, would be to create a `PNat.mk` constructor, or to make `ℕ+` an abbrev. |
large-import
increases-technical-debt
t-group-theory
|
94/18 |
Mathlib/Algebra/Group/Subgroup/ZPowers/Basic.lean,Mathlib/Algebra/Order/Group/Cyclic.lean,Mathlib/GroupTheory/ArchimedeanDensely.lean,Mathlib/GroupTheory/FiniteIndexNormalSubgroup.lean,Mathlib/GroupTheory/Index.lean,Mathlib/GroupTheory/OrderOfElement.lean,Mathlib/GroupTheory/ResiduallyFinite.lean,Mathlib/GroupTheory/SpecificGroups/Cyclic/Subgroup.lean,Mathlib/NumberTheory/ModularForms/Cusps.lean,Mathlib/Topology/Algebra/Order/ArchimedeanDiscrete.lean,Mathlib/Topology/Instances/AddCircle/DenseSubgroup.lean |
11 |
6 |
['JX-Mo', 'github-actions', 'leanprover-radar', 'vihdzp'] |
nobody |
1-33431 1 day ago |
3-36395 3 days ago |
3-40750 3 days |
0 |
| 44770 |
mycaule author:mycaule |
feat(Probability): de Moivre–Laplace theorem |
A new file `Mathlib/Probability/DeMoivreLaplace.lean`, deducing the de Moivre–Laplace theorem from the central limit theorem:
* `ProbabilityTheory.infinitePi_bernoulliMeasure_map_sum`: `Bin(ℝ, n, p)` is the image of `infinitePi fun _ ↦ Ber(1, 0, p)` under the sum of the first `n` coordinates.
* `ProbabilityTheory.hasLaw_sum_of_iIndepFun_bernoulli`: if `X : ℕ → Ω → ℝ` are independent with `HasLaw (X i) Ber(1, 0, p) P`, then `∑ k ∈ range n, X k` has law `Bin(ℝ, n, p)`. Mathlib did not yet relate `binomial` (defined through `setBernoulli`) to sums of independent Bernoulli variables.
* `ProbabilityTheory.tendstoInDistribution_binomial`: for `p ≠ 0, 1`, `(x - n p) / √(n p (1 - p))` under `Bin(ℝ, n, p)` converges in distribution to any `Y` with law `gaussianReal 0 1`.
* `ProbabilityTheory.tendsto_binomial_real_setOf_le`: `Bin(n, p).real {k | (k - n p) / √(n p (1 - p)) ≤ x} → cdf (gaussianReal 0 1) x`.
Proof. Both `binomial` and `infinitePi Ber(1, 0, p)` are images of `infinitePi Ber(True, False, p)` (via `infinitePi_map_pi` and `map_bernoulliMeasure`), and the two composite maps agree pointwise (`Finset.sum_boole`). For the limit theorem, apply `tendstoInDistribution_inv_sqrt_mul_sum` to the standardized coordinates `(x i - p) / √(p (1 - p))` on `ℕ → ℝ` with the product measure, and transport along `hasLaw_sum_of_iIndepFun_bernoulli`. The cdf version is the portmanteau theorem (`tendsto_measure_of_null_frontier_of_tendsto'`) for `Iic x`, the Gaussian having no atoms.
I kept everything in a new file to avoid adding `Independence.InfinitePi` and the central limit theorem to the imports of `Binomial.lean`; `hasLaw_sum_of_iIndepFun_bernoulli` could move there if preferred.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-measure-probability
LLM-generated
new-contributor
|
170/0 |
Mathlib.lean,Mathlib/Probability/DeMoivreLaplace.lean |
2 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-33070 1 day ago |
2-82440 2 days ago |
2-82576 2 days |
0 |
| 44622 |
grunweg author:grunweg |
chore(MathlibTest/Linter/DupNamespace): use the module system |
Because this is a good practice in general.
---
- [x] depends on: #44621
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|
easy
maintainer-merge
|
7/2 |
MathlibTest/Linter/DupNamespace.lean |
1 |
11 |
['JovanGerb', 'SnirBroshi', 'eric-wieser', 'github-actions', 'grunweg', 'mathlib-dependent-issues'] |
nobody |
1-29063 1 day ago |
5-76090 5 days ago |
5-75815 5 days |
0 |
| 44147 |
eric-wieser author:eric-wieser |
feat(Data/List/Sort): lemmas about sublists and orderedInsert |
Add `List.orderedInsert_eq_cons_of_forall_rel`, and characterize when one `orderedInsert` is a sublist of another (`List.orderedInsert_sublist_orderedInsert_iff`, `List.orderedInsert_sublist_orderedInsert_iff_of_notMem`, `List.erase_sublist_iff_sublist_orderedInsert_of_notMem`), a permutation of another (`List.orderedInsert_perm_orderedInsert_iff`, `List.orderedInsert_perm_orderedInsert_iff_right`), or a sub-permutation of another (`List.orderedInsert_subperm_orderedInsert_iff`).
Also add `List.perm_cons_right_iff : a :: l ~ b :: l ↔ a = b`, the `cons` version of `List.perm_append_right_iff`.
These are split out from work on a basis for `CliffordAlgebra`.
---
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|
t-data
LLM-generated
|
48/9 |
Mathlib/Data/List/Perm/Basic.lean,Mathlib/Data/List/Sort.lean |
2 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
1-28930 1 day ago |
4-34722 4 days ago |
8-74231 8 days |
0 |
| 42878 |
SnirBroshi author:SnirBroshi |
feat(Combinatorics/SimpleGraph/Star): the nth star graph is contained in a graph iff max degree is at least `n` |
- `starGraph (r : W) ⊑ G ↔ Nat.card W ≤ G.maxDegree + 1`
- `starGraph v ⊑ starGraph w ↔ Nonempty (V ↪ W)`
- `starGraph v ⊴ starGraph w ↔ Nonempty (V ↪ W)`
---
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|
t-combinatorics |
86/1 |
Mathlib/Combinatorics/SimpleGraph/Star.lean |
1 |
7 |
['SnirBroshi', 'b-mehta', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
1-28063 1 day ago |
1-28612 1 day ago |
46-15546 46 days |
0 |
| 42665 |
SnirBroshi author:SnirBroshi |
chore(SimpleGraph/Coloring/Constructions): some golfs |
Also remove the `2 ≤ n` hypothesis from `cycleGraph.tricoloring`, and spell `two_colorable_iff_forall_loop_even` using `IsBipartite`.
---
- `cycleGraph.tricoloring`: 165ms to 110ms
- `chromaticNumber_cycleGraph_of_odd`: 25ms to 55ms
- `two_colorable_iff_forall_loop_even`: 50ms to 40ms
- `IsTree.coloringTwoOfVert`: 45ms to 75ms
- `IsAcyclic.coloringTwoOfVerts`: 50ms to 50ms
The issues in `tricoloring` kinda remind me of #41338; maybe there's a good lemma that'll help them both, not sure.
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|
t-combinatorics |
38/65 |
Mathlib/Algebra/Ring/Parity.lean,Mathlib/Combinatorics/SimpleGraph/Acyclic.lean,Mathlib/Combinatorics/SimpleGraph/Coloring/Constructions.lean |
3 |
8 |
['SnirBroshi', 'b-mehta', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
1-26168 1 day ago |
1-28346 1 day ago |
63-35720 63 days |
0 |
| 43965 |
YaelDillies author:YaelDillies |
feat(NumberTheory): `decide`, `#eval` and `norm_num` for Carmichael numbers |
Provide both an efficient decidability instance and a `norm_num` extension to decide whether a given literal is a Carmichael number.
This lets us prove that 561 is the smallest Carmichael number "in a computationally efficient manner". Deprecate the version of Korselt's criterion that was supposed to be used for this (but was less efficient than these new instance/extension).
Generated by Claude Opus in several rounds of review to optimise various parts of the algorithms and make sure that the decidability instance works for both `#eval` and `decide`. I haven't made much of an effort to clean the proofs (existing proofs internal to `norm_num` read like garbage to me anyway).
From FormalConjectures
Assisted-by: Claude Opus 5.1
---
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|
t-number-theory
LLM-generated
t-meta
|
312/10 |
Mathlib/NumberTheory/CarmichaelNumber.lean,MathlibTest/NumberTheory/CarmichaelNumber.lean |
2 |
13 |
['Parcly-Taxel', 'SnirBroshi', 'YaelDillies', 'github-actions', 'leanprover-radar', 'mathlib-merge-conflicts', 'vihdzp', 'wwylele'] |
nobody |
1-26041 1 day ago |
1-26644 1 day ago |
21-28339 21 days |
1 |
| 44753 |
SnirBroshi author:SnirBroshi |
chore(RingTheory/IntegralClosure/IsIntegralClosure): fix instance name capitalization |
`integralClosure.AlgebraIsIntegral`
---
~~The first 'A' should be lowercase, but this name isn't used so removing it seems best.~~
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|
t-ring-theory |
1/1 |
Mathlib/RingTheory/IntegralClosure/IsIntegralClosure/Basic.lean |
1 |
6 |
['SnirBroshi', 'YaelDillies', 'eric-wieser', 'github-actions'] |
nobody |
1-21192 1 day ago |
1-22531 1 day ago |
2-57970 2 days |
0 |
| 44117 |
zblore author:zblore |
feat(Topology/Algebra): quotient topology on projective space and open quotient map |
This gives `ℙ K V` the quotient topology and shows `Projectivization.mk'` is an open quotient map when the units of `K` act continuously on `V`. It also adds the two instances the proof needs to `Topology/Algebra/MulAction.lean`. A `SubMulAction` inherits `ContinuousConstSMul`, and `Kˣ` acts continuously on the nonzero vectors.
This is the first step towards the Fubini-Study metric and measure on `ℂℙⁿ`. I discussed it on Zulip here https://leanprover.zulipchat.com/#narrow/id/617154981 and here https://leanprover.zulipchat.com/#narrow/id/625402419
I used Claude to draft the Lean against the existing Mathlib API. I've reworked and checked every line myself and can explain all of it.
---
|
t-topology
new-contributor
LLM-generated
|
116/0 |
Mathlib.lean,Mathlib/LinearAlgebra/Projectivization/Basic.lean,Mathlib/Topology/Algebra/MulAction.lean,Mathlib/Topology/Algebra/Projectivization.lean |
4 |
7 |
['gasparattila', 'github-actions', 'zblore'] |
nobody |
1-20422 1 day ago |
21-9393 21 days ago |
21-9058 21 days |
0 |
| 44817 |
luigi-massacci author:luigi-massacci |
doc(workflows): remove stale cross-reference list |
The idea is to centralize references to just the main doc page for cross-references, as opposed to having to maintain the list of external databases up to date in many places. This has already been implemented in other docs / module headers.
Part of a sequence of PRs about CI for cross-references.
---
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|
documentation
CI
easy
|
1/1 |
docs/workflows.md |
1 |
2 |
['github-actions'] |
nobody |
1-20033 1 day ago |
1-26774 1 day ago |
1-26439 1 day |
1 |
| 43211 |
YaelDillies author:YaelDillies |
feat(Geometry/Convex): ordered convex spaces |
Define ordered convex spaces as those convex spaces for which taking convex combinations is monotone in its inputs. Since `sConvexComb : StdSimplex R X → X`, the best way to do so is to equip `StdSimplex R X` with the stochastic dominance order and requiring `sConvexComb` to be monotone under that order.
Also define two constructors to pull back a ConvexSpace instance under an injective map with convex range: a computable one further taking a section of the map as input, and a non-computable one. Redefine the `Subtype` instance and define the `OrderDual` instance using the computable one.
Generated by Claude Opus following my existing draft, then reviewed and partly rewritten by myself.
From the convexity refactor. Ordered convex spaces will be used to define convex/concave functions.
Assisted-by: Claude Opus 5
---
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|
t-convex-geometry
LLM-generated
|
458/10 |
Mathlib.lean,Mathlib/Algebra/Order/Monoid/Unbundled/Basic.lean,Mathlib/Data/Finsupp/Basic.lean,Mathlib/Geometry/Convex/ConvexSpace/Defs.lean,Mathlib/Geometry/Convex/ConvexSpace/Order.lean,Mathlib/Geometry/Convex/Set.lean,Mathlib/Order/UpperLower/Basic.lean |
7 |
17 |
['YaelDillies', 'eric-wieser', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
1-18907 1 day ago |
1-23247 1 day ago |
40-18209 40 days |
0 |
| 32294 |
jsm28 author:jsm28 |
feat(Geometry/Euclidean/Angle/Incenter): distance from second intersection with circumcircle |
Add the following lemma: given a triangle ABC, suppose an angle bisector from A through the incenter or excenter I meets the circumcircle again at X (including the case of an external bisector at A tangent to the circle, in which case X = A). Then XB = XI (= XC, by applying this lemma again). This is a standard configuration: https://en.wikipedia.org/wiki/Incenter%E2%80%93excenter_lemma
---
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- [x] depends on: #30981
- [x] depends on: #30982
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[](https://gitpod.io/from-referrer/)
|
t-euclidean-geometry
maintainer-merge
|
186/0 |
Mathlib/Geometry/Euclidean/Angle/Incenter.lean |
1 |
26 |
['YaelDillies', 'felixpernegger', 'github-actions', 'jsm28', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot', 'peakpoint'] |
nobody |
1-18635 1 day ago |
2-10518 2 days ago |
199-42592 199 days |
1 |
| 38964 |
smmercuri author:smmercuri |
chore(Algebra): consolidate variables and sections for `AlgHom`/`AlgEquiv` |
This is a preparatory PR for the refactor of `AlgHom` to be semilinear (see #38376). This PR does not add or remove any results and only moves things around to reduce the diff for the future refactor. Namely, we do the following:
- Re-order variables in `AlgHom` and `AlgEquiv` so that `CommSemiring R` directly follows `R`. This is needed in the semialgebra definition.
- Move `comp` and `trans` API later in respective files so that the extra variables needed for those lemmas can be sectioned better.
- Similarly move some `congr` results in `Equiv.lean` to their own sections.
- Align variable names in `Equiv.lean` to match `Hom.lean`
---
- [x] depends on: #38950
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|
374/353 |
Mathlib/Algebra/Algebra/Equiv.lean,Mathlib/Algebra/Algebra/Hom.lean,Mathlib/Algebra/Polynomial/AlgebraMap.lean,Mathlib/FieldTheory/Galois/Basic.lean,Mathlib/FieldTheory/Galois/Notation.lean,Mathlib/FieldTheory/Normal/Basic.lean,Mathlib/FieldTheory/SeparableDegree.lean,Mathlib/RingTheory/AlgebraTower.lean,Mathlib/RingTheory/Polynomial/Quotient.lean,Mathlib/RingTheory/Smooth/IntegralClosure.lean,MathlibTest/GalNotation.lean |
11 |
21 |
['Multramate', 'SnirBroshi', 'github-actions', 'leanprover-radar', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'smmercuri'] |
nobody |
1-11161 1 day ago |
1-14540 1 day ago |
34-28916 34 days |
1 |
| 26215 |
Thmoas-Guan author:Thmoas-Guan |
feat(Algebra): Auslander–Buchsbaum theorem |
This PR mainly proved the Auslander-Buchsbaum theorem stating for a noetherian local ring `R` and a finitely generated `R` module `M` , `proj.dim(M) + depth(M) = depth(R)`.
Co-authored-by: Yongle Hu <mbkybky@gmail.com>
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|
t-algebra label:t-algebra$ |
371/0 |
Mathlib.lean,Mathlib/RingTheory/Depth/AuslanderBuchsbaum.lean |
2 |
14 |
['Thmoas-Guan', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot'] |
nobody |
1-9155 1 day ago |
10-48489 10 days ago |
10-54524 10 days |
8 |
| 26216 |
Thmoas-Guan author:Thmoas-Guan |
feat(Algebra): depth of QuotSMulTop |
In this PR, we proved for a local ring `R` and a finitely generated `R` module `M N`, `IsSMulRegular M x` and `x ∈ Module.annihilator R N`, then `depth(N, M/xM) + 1 = depth(N, M)`, and its corollary for quotient regular seqence.
---
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|
t-algebra label:t-algebra$ |
260/0 |
Mathlib/RingTheory/Depth/Basic.lean |
1 |
12 |
['Thmoas-Guan', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot'] |
nobody |
1-9120 1 day ago |
10-48310 10 days ago |
10-54305 10 days |
16 |
| 26217 |
Thmoas-Guan author:Thmoas-Guan |
feat(Algebra): Ischebeck theorem |
This PR mainly proved the Ischbecke theorem, stating that `depth(N,M)` is greater or equal to `depth(M) - dim(N)` for finitely generated module `N, M` over local ring.
---
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|
t-algebra label:t-algebra$ |
208/0 |
Mathlib.lean,Mathlib/RingTheory/Depth/Ischebeck.lean |
2 |
14 |
['Thmoas-Guan', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot'] |
nobody |
1-9036 1 day ago |
10-48158 10 days ago |
10-54153 10 days |
17 |
| 44390 |
raoxiaojia author:raoxiaojia |
feat(Tactic/Determinant): add a `norm_det` evaluation path via echelon decomposition |
This PR adds a fast path for `norm_det` that evaluates the determinant of a matrix via the echelon decomposition. The existing Bird determinant is used as a fallback when the echelon decomposition is unavailable.
---
This is a natural utilisation of the echelon decomposition deriver that makes the `norm_det` simproc much faster on simple entry types, such as numeric literals, without losing the genericity of the simproc, especially for symbolic entries and where division is undefined.
- [x] depends on: #43438 [Parametric certifier for echelon decomposition and list-based certificates]
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|
large-import |
302/4 |
Mathlib.lean,Mathlib/LinearAlgebra/Matrix/Echelon/Basic.lean,Mathlib/LinearAlgebra/Matrix/Echelon/Decomposition.lean,Mathlib/Tactic.lean,Mathlib/Tactic/Determinant/Echelon/Cert.lean,Mathlib/Tactic/Determinant/Echelon/Reflection.lean,Mathlib/Tactic/NormDet.lean,MathlibTest/matrix.lean |
8 |
3 |
['github-actions', 'mathlib-dependent-issues', 'raoxiaojia'] |
nobody |
1-7072 1 day ago |
5-1649 5 days ago |
5-1613 5 days |
0 |
| 28683 |
Thmoas-Guan author:Thmoas-Guan |
feat(RingTheory): regular local ring is domain |
In this PR, we proved for a regular local ring `R`,
1 : for a finite set `S` in the maximal Ideal of `R`, it can be extended to a regular system of parameters iff they are linear independent in the cotangent space iff `R/span S` is regular local ring of dimesion `dim R - |S|`
2 : is domain
3 : regular system of parameter form regular sequence.
---
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- [x] depends on: #40813
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|
t-ring-theory |
253/0 |
Mathlib.lean,Mathlib/RingTheory/RegularLocalRing/Basic.lean |
2 |
59 |
['Raph-DG', 'Thmoas-Guan', 'WenrongZou', 'erdOne', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot', 'mbkybky'] |
nobody |
1-5406 1 day ago |
8-24987 8 days ago |
21-16119 21 days |
11 |
| 29558 |
Thmoas-Guan author:Thmoas-Guan |
feat(Algebra): definition of global dimension |
In this PR, we define global dimension supremum over `projectiveDimension`
---
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|
t-ring-theory |
117/0 |
Mathlib.lean,Mathlib/RingTheory/GlobalDimension.lean |
2 |
23 |
['Thmoas-Guan', 'erdOne', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib4-merge-conflict-bot', 'vlad902'] |
nobody |
1-4958 1 day ago |
42-19166 42 days ago |
70-45017 70 days |
8 |
| 42735 |
FrankieNC author:FrankieNC |
chore(Probability/ProbabilityMassFunction): remove defeq option in Monad |
Remove the `set_option backward.isDefEq.respectTransparency` false in `Mathlib/Probability/ProbabilityMassFunction/Monad.lean`, on `bindOnSupport_bindOnSupport`.
---
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tech debt
t-measure-probability
|
10/9 |
Mathlib/Probability/ProbabilityMassFunction/Monad.lean |
1 |
5 |
['FrankieNC', 'JovanGerb', 'github-actions'] |
JovanGerb assignee:JovanGerb |
1-3990 1 day ago |
1-62947 1 day ago |
57-12979 57 days |
0 |
| 36225 |
pfaffelh author:pfaffelh |
feat(Topology/Compactness/CompactSystem): set system of countable intersections of sets in a compact system is again a compact system |
A compact system is a set system with the following property: If all finite intersections of a sequence in the set system is non-empty, the countable intersection is not empty.
Starting with a compact system, consider the countable intersections of sets in the copact system. Such sets again form a compact system.
---
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|
brownian
t-topology
|
17/0 |
Mathlib/Topology/Compactness/CompactSystem.lean |
1 |
5 |
['github-actions', 'mathlib-bors', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
1-2609 1 day ago |
19-4696 19 days ago |
20-20574 20 days |
0 |
| 44825 |
Multramate author:Multramate |
chore: rename `coe_nat`/`nat_cast` lemmas to `natCast` |
This renames Lean 3 style `coe_nat` and `nat_cast` in lemma names about `Nat.cast` to `natCast`.
🤖 Generated with [Claude Code](https://claude.com/claude-code) |
LLM-generated |
114/59 |
Mathlib/Algebra/GCDMonoid/Nat.lean,Mathlib/Algebra/Group/Int/Even.lean,Mathlib/Algebra/MvPolynomial/Basic.lean,Mathlib/Algebra/MvPolynomial/Coeff.lean,Mathlib/Algebra/Order/Field/Power.lean,Mathlib/Algebra/Ring/Int/Parity.lean,Mathlib/Algebra/SkewPolynomial/Basic.lean,Mathlib/AlgebraicGeometry/EllipticCurve/DivisionPolynomial/Degree.lean,Mathlib/Analysis/RCLike/Basic.lean,Mathlib/Analysis/SpecialFunctions/Pochhammer.lean,Mathlib/Analysis/SpecialFunctions/Trigonometric/Chebyshev/RootsExtrema.lean,Mathlib/Basic/ENNReal/Basic.lean,Mathlib/Basic/NNReal/Defs.lean,Mathlib/Data/Int/Bitwise.lean,Mathlib/Data/NNRat/Defs.lean,Mathlib/GroupTheory/Coxeter/Basic.lean,Mathlib/MeasureTheory/Constructions/Polish/EmbeddingReal.lean,Mathlib/NumberTheory/EllipticDivisibilitySequence.lean,Mathlib/NumberTheory/Height/NumberField.lean,Mathlib/NumberTheory/LucasLehmer.lean,Mathlib/NumberTheory/Real/GoldenRatio.lean,Mathlib/RingTheory/Binomial.lean,Mathlib/RingTheory/MvPolynomial/Basic.lean,Mathlib/RingTheory/Polynomial/Pochhammer.lean,Mathlib/RingTheory/RootsOfUnity/PrimitiveRoots.lean,Mathlib/RingTheory/WittVector/Frobenius.lean,Mathlib/RingTheory/WittVector/StructurePolynomial.lean,Mathlib/SetTheory/Cardinal/Divisibility.lean |
28 |
2 |
['Multramate', 'github-actions'] |
nobody |
1-1236 1 day ago |
1-5152 1 day ago |
1-4817 1 day |
0 |
| 44808 |
homeowmorphism author:homeowmorphism |
chore(GroupTheory/Generators,Presentation): use short names inside namespace |
* Use `Generators` instead of `Group.Generators` and `Presentation` instead of `Group.Presentation`.
* Add the `Group` namespace so that `Group.fg_iff_nonempty_finite_generators` becomes `fg_iff_nonempty_finite_generators`.
---
I noticed these issues while writing a new API result, and had Claude prepare the PR for me.
🤖 Generated with [Claude Code](https://claude.com/claude-code) |
t-group-theory
easy
|
35/27 |
Mathlib/GroupTheory/Generators.lean,Mathlib/GroupTheory/Presentation.lean |
2 |
3 |
['github-actions', 'homeowmorphism'] |
nobody |
0-82538 22 hours ago |
1-59040 1 day ago |
1-58705 1 day |
0 |
| 43280 |
idontgetoutmuch author:idontgetoutmuch |
feat(Topology/VectorBundle): coordinate lemmas for the bundle of bilinear forms |
Two coordinate-level identities for the bundle of scalar-valued bilinear forms
`fun x ↦ E₁ x →L[𝕜] E₁ x →L[𝕜] 𝕜` over a vector bundle, added to
`Mathlib/Topology/VectorBundle/Hom.lean`:
- `inCoordinates_apply_eq₂_bilin`: specialisation of `inCoordinates_apply_eq₂` to
scalar-valued forms on a single bundle (`E₂ = E₁`, `E₃ = Bundle.Trivial B 𝕜`);
- `trivializationAt_symm_apply_bilin`: the inverse trivialization of the bilinear-forms
bundle, applied to fibre vectors, equals the model form on their images under
`continuousLinearMapAt`.
`Hom.lean` now imports `Mathlib.Topology.VectorBundle.Constructions`, which is needed
for the `Bundle.Trivial` instances used in these statements.
`inCoordinates_apply_eq₂_bilin` is used to simplify six proof steps in
`Mathlib/Topology/VectorBundle/Riemannian.lean`, which previously applied
`inCoordinates_apply_eq₂ h h (Set.mem_univ _)` and then simplified away the trivial-bundle
`linearMapAt` by hand. Two ad hoc `convert!` proofs there are replaced by the existing
`Trivialization.symm_linearMapAt`.
This is the first piece split out of #33714 (existence of a Riemannian metric on a
manifold), which will be rebased on top of this PR. |
t-topology
new-contributor
|
45/20 |
Mathlib/Topology/VectorBundle/Hom.lean,Mathlib/Topology/VectorBundle/Riemannian.lean |
2 |
21 |
['github-actions', 'grunweg', 'idontgetoutmuch'] |
grunweg assignee:grunweg |
0-81635 22 hours ago |
20-79039 20 days ago |
43-6654 43 days |
0 |
| 44686 |
D-Thomine author:D-Thomine |
refactor(UniformIntegrable): change the definition of `UniformIntegrable` |
Change `UniformIntegrable` to a structure, and base the definition on a sup to avoid carrying an explicit bound.
PR extracted from https://github.com/leanprover-community/mathlib4/pull/42993, which I intend to cut in more manageable chunks.
---
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|
t-measure-probability |
128/158 |
Mathlib/MeasureTheory/Function/LpSeminorm/Basic.lean,Mathlib/MeasureTheory/Function/UniformIntegrable.lean,Mathlib/Probability/Kernel/Disintegration/Density.lean,Mathlib/Probability/Martingale/BorelCantelli.lean,Mathlib/Probability/Martingale/Convergence.lean,Mathlib/Probability/Process/LimitProcess.lean |
6 |
1 |
['github-actions'] |
nobody |
0-81085 22 hours ago |
4-54671 4 days ago |
4-54336 4 days |
0 |
| 44546 |
grunweg author:grunweg |
chore: use differential geometry elaborators for `ContinuousAlternatingMap`s more |
---
- [x] depends on: #44371
- [x] depends on: #44549
- [x] depends on: #44561
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t-differential-geometry
t-meta
|
89/117 |
Mathlib/Geometry/Manifold/ContMDiff/NormedSpace.lean,Mathlib/Geometry/Manifold/MFDeriv/NormedSpace.lean |
2 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
0-77924 21 hours ago |
0-82641 22 hours ago |
0-82558 22 hours |
0 |
| 42358 |
homeowmorphism author:homeowmorphism |
doc(RingTheory/Extension/Generators): remove completed TODO and clarify docstring |
Update the docstring in light of #25085 refactoring the bundled type into an unbundled type. A fix to the docstring has been done in #39705.
The TODO still to be removed and the docstring is clarified a bit to be clear that the type iota is now unbundled.
---
Use of AI: Claude Fable was used to help me understand this API in light of me working on a similar API for `Group.Presentation` (#41936). It came to my attention that the docstring was outdated and I had Claude fetch the PR history to confirm that was indeed the case.
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|
t-ring-theory
easy
|
7/17 |
Mathlib/RingTheory/Extension/Generators.lean |
1 |
3 |
['github-actions', 'homeowmorphism'] |
nobody |
0-77839 21 hours ago |
73-47956 73 days ago |
73-47621 73 days |
0 |
| 43186 |
homeowmorphism author:homeowmorphism |
chore(GroupTheory/Coxeter/Basic): use `_` for the unused induction variable in `wordProd_reverse` |
---
Use of AI: I noticed this while reading the `Coxeter` API, removed the variable and had Claude prepare the PR.
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|
t-group-theory
easy
|
1/1 |
Mathlib/GroupTheory/Coxeter/Basic.lean |
1 |
3 |
['Multramate', 'github-actions', 'homeowmorphism'] |
nobody |
0-77822 21 hours ago |
46-85664 46 days ago |
46-85329 46 days |
0 |
| 44585 |
grunweg author:grunweg |
chore: simplify guessing of base field in custom elaboators |
Given a space of continuous linear (or alternating linear) maps, we can read off the base field directly: no need to recurse into the domain there.
---
- [x] depends on: #44561
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|
t-differential-geometry |
8/11 |
Mathlib/Geometry/Manifold/Notation.lean |
1 |
3 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
0-77732 21 hours ago |
0-82638 22 hours ago |
0-82461 22 hours |
0 |
| 43234 |
sgouezel author:sgouezel |
feat: the bundle of continuous alternating maps is `C^n` |
We show that, in characteristic 0, the bundle of continuous alternating maps between C^n vector bundles is C^n.
We also show that applying a C^n family of alternating maps to C^n vector fields gives a C^n result.
The API is mimicked on the one for hom vector bundles.
---
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|
t-differential-geometry |
465/0 |
Mathlib.lean,Mathlib/Geometry/Manifold/VectorBundle/ContinuousAlternatingMap.lean,Mathlib/Topology/VectorBundle/ContinuousAlternatingMap.lean |
3 |
7 |
['github-actions', 'grunweg', 'mathlib-bors', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib-splicebot'] |
nobody |
0-76818 21 hours ago |
1-5634 1 day ago |
1-5310 1 day |
0 |
| 40727 |
pepamontero author:pepamontero |
feat(Geometry/Manifold/Instances/Quotient): quotients of manifolds by smooth free properly discontinuous group actions are manifolds |
Add smooth manifold structure on orbit space `orbitRel.Quotient G M`.
This PR is a follow-up to #35653, which equipped `orbitRel.Quotient G M` with a `ChartedSpace` structure. Here we promote that to an `IsManifold I n` instance, assuming M itself is an `IsManifold I n` and `G` acts by
`ContMDiffConstSMul`.
This PR:
* Changes the charted space instance to use `IsLocalHomeomorph.chartedSpaceOfRightInverse` applied to `Quotient.out_eq`, so the charts come from an explicit local section `orbitRel.Quotient.localInverseAt x` of the quotient map at `x.out`.
* Adds some API on `localInverseAt` that is only relevant when we have an action (`localInverseAt_apply_mk_eq_smul`, `localInverseAt_symm_trans_eqOn_smul`, `exists_smul_mem_localInverseAt_target`)
* Defines the `transitionMap` between the charts of the quotient, and adds `transitionMap_locally_smul` which shows each transition map agrees near any point with `φ x⁻¹ ≫ (g • ·) ≫ φ y` for a single `g : G`.
* Uses the above to prove `isManifold_quotient_of_contMDiffSMul`.
This started as an ItaLean2025 project; here is the [Zulip thread](https://leanprover.zulipchat.com/#narrow/channel/541885-ItaLean-2025/topic/Projects.3A.20Quotient.20Manifolds/with/575121158) dedicated to it.
Co-authored by: Enrique Díaz Blanco <qdiazblanco@gmail.com>
Co-authored by: Archie Browne <ajb421@ic.ac.uk>
--------
- [x] depends on: #41832
- [x] depends on: #41835
- [x] depends on: #42436
- [x] depends on: #42502
- [x] depends on: #41534
- [x] depends on: #43717
**Questions for reviewers**:
1. Should the acting group be `Γ` rather than `G`? Here `G` has no topology, and in other files `Γ` is used in this case.
2. Should `localInverseAt` be a `def` instead of an `abbrev`? It is an `abbrev` because there is already API for `IsLocalHomeomorph.localInverseAt` that I need.
3. Is changing the `ChartedSpace` instance to `Quotient.out` the right decision?
4. Should I write a definition for `(chartAt H x.out).symm ≫ₕ (g • ·) ≫ₕ chartAt H y.out` , similar to `transitionMap`?
|
new-contributor
large-import
t-differential-geometry
maintainer-merge
|
131/6 |
Mathlib/Geometry/Manifold/Instances/Quotient.lean |
1 |
87 |
['Deicyde', 'github-actions', 'grunweg', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'pepamontero', 'scholzhannah'] |
grunweg assignee:grunweg |
0-74531 20 hours ago |
1-84061 1 day ago |
52-49862 52 days |
1 |
| 44828 |
DanielJHorton author:DanielJHorton |
doc(LinearAlgebra/Contraction): fix typo in docstring for dualDistribEquiv |
Fix a small typo in the docstring of `dualDistribEquiv`.
-easy
---
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|
t-algebra label:t-algebra$ |
1/1 |
Mathlib/LinearAlgebra/Contraction.lean |
1 |
2 |
['DanielJHorton', 'github-actions'] |
nobody |
0-74311 20 hours ago |
0-82707 22 hours ago |
0-82372 22 hours |
0 |
| 44831 |
scottdhughes author:scottdhughes |
feat(Analysis/MeanInequalitiesPow): add a real power difference bound |
Add `Real.abs_rpow_sub_rpow_le` in `Mathlib/Analysis/MeanInequalitiesPow.lean`: for nonnegative real bases and `0 ≤ p ≤ 1`,
```lean
|a ^ p - b ^ p| ≤ |a - b| ^ p
```
Provide a direct scalar API for downstream fractional-power regularity estimates. Derive the bound from the neighboring `Real.rpow_add_le_add_rpow`, then handle the two input orders. Include both exponent endpoints. Add one lemma and its docstring, with no new imports.
---
Local validation on Lean/Mathlib 4.35.0:
- `lake build Mathlib.Analysis.MeanInequalitiesPow`
- `lake exe lint-style Mathlib.Analysis.MeanInequalitiesPow`
- Fresh source elaboration, exported-type and axiom checks, plus all 15 default declaration linters for the new lemma.
The axiom check reports only `propext`, `Classical.choice` and `Quot.sound`.
AI assistance: Codex adapted an existing downstream proof, searched Mathlib and relevant open PRs, drafted this description, and ran the local checks.
|
t-analysis
new-contributor
|
19/0 |
Mathlib/Analysis/MeanInequalitiesPow.lean |
1 |
2 |
['copilot-pull-request-reviewer', 'github-actions'] |
nobody |
0-74282 20 hours ago |
0-74368 20 hours ago |
0-74033 20 hours |
0 |
| 40197 |
plp127 author:plp127 |
feat: valuation of an algebraic element |
We prove that if `x` is algebraic over `K` then there exists some `n ≠ 0` such that the valuation of `x` raised to the `n`-th power is equal to the valuation of some element of `K`.
---
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|
t-ring-theory |
62/0 |
Mathlib.lean,Mathlib/RingTheory/Valuation/Algebraic.lean,Mathlib/RingTheory/Valuation/Basic.lean |
3 |
17 |
['github-actions', 'jjdishere', 'plp127'] |
mattrobball assignee:mattrobball |
0-71109 19 hours ago |
0-72046 19 hours ago |
117-52852 117 days |
0 |
| 42993 |
D-Thomine author:D-Thomine |
feat(UniformIntegrable): definitions of `UnifTail` and `UnifLpTail` |
This PR mainly **adds two definitions** to `MeasureTheory.Function.UniformIntegrable`:
* `UnifTail f μ`: the measure of the set `{ x | M ≤ ‖f i x‖ₑ }` vanishes when `M` goes to infinity, uniformly in `i`.
* `UnifLpTail f p μ`: the `ELpNorm` carried by the set `{ x | M ≤ ‖f i x‖ₑ }` vanishes when `M` goes to infinity, uniformly in `i`.
`UnifLpTail` gives a name to a statement which appears repeatedly in the file:
`∀ ε > 0, ∃ C : ℝ≥0, ∀ i, eLpNorm ({ x | C ≤ ‖f i x‖₊ }.indicator (f i)) p μ ≤ ε`
`UnifTail` is exactly the difference between `UnifLpTail` and `UnifIntegrable`, so having this notion at hand will be extremely helpful to manage the passage from one statement to the other.
In addition, `UniformIntegrable` **becomes a structure**, and the related lemmas such as `UniformIntegrable.unifIntegrable`, which became redundant, are removed.
The boundedness in `UniformIntegrable` is expressed more directly, without coercions. This is the point which required to fix some downstream files (and to deprecate `Submartingale.eLpNorm_stoppedAbove_le'`, whose sole purpose was to manage a coercion which does not exist anymore). Note that the use of `< ∞` instead of `≠ ∞` in hypotheses is a voluntary one: this helps passing arguments from one lemma to another, and these hypotheses are usually proven by working with inequalities anyway.
I have also **added some basic lemmas** about `UnifTail` and `UnifLpTail`. I have slightly changed the structure of the file, so that the basic lemmas for all four objects defined in the file are in the same section.
On a more minor side, I have **renamed** `UnifIntegrable.mk_iff` to `unifIntegrable_mk_iff` since the statement did not benefit from the dot notation.
These new notions do not see much use for the remainder of `MeasureTheory.Function.UniformIntegrable` for now. This depends on other PRs, and will be done later so as keep each PR at a manageable level.
Edit (2026.10.10): This PR has exceeded its scope. I extracted three PRs (#44683, #44686, #44686) which deal with the excess. Once they are merged, this PR should become only about `UnifTail` and `UnifLpTail`. This should make its review much more manageable.
---
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|
t-measure-probability |
369/236 |
Mathlib/MeasureTheory/Function/LpSeminorm/Basic.lean,Mathlib/MeasureTheory/Function/UniformIntegrable.lean,Mathlib/Probability/Kernel/Disintegration/Density.lean,Mathlib/Probability/Martingale/BorelCantelli.lean,Mathlib/Probability/Martingale/Convergence.lean,Mathlib/Probability/Process/LimitProcess.lean |
6 |
5 |
['github-actions', 'mathlib-merge-conflicts'] |
EtienneC30 assignee:EtienneC30 |
0-70358 19 hours ago |
2-13702 2 days ago |
47-22322 47 days |
0 |
| 44835 |
JovanGerb author:JovanGerb |
refactor(Translate/Core): do not pass the `ref` around explicitly |
Instead, we use `withRef` and `getRef` to pass around the syntax that is used for warnings and error messages. This is more ergonomic.
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|
t-meta |
39/36 |
Mathlib/Tactic/Translate/Core.lean,Mathlib/Tactic/Translate/ToDual.lean |
2 |
1 |
['github-actions'] |
nobody |
0-68958 19 hours ago |
0-73825 20 hours ago |
0-73490 20 hours |
0 |
| 44836 |
cmhsu2012 author:cmhsu2012 |
feat(NumberTheory/Legendre/Basic): the legendre symbol for p-adics |
Co-authored-by: María Inés de Frutos-Fernández 88536493+mariainesdff@users.noreply.github.com
and Nirvana Coppola 58878663+NirvanaC93@users.noreply.github.com
In the ongoing formalization of the Hasse-Minkowski Theorem on quadratic forms, we need the Legendre symbol for the p-adics. The following declarations were added to the basic.lean file:
```def compMonoidHom``` an auxiliary definition: the composition between multiplicative characters and a local homomorphism
```def legendreSym``` the definition of the Legendre symbol for Z_p: composition of the reduction from Z_p to Z mod p and the usual Legendre symbol
```def hom``` The Legendre symbol is a homomorphism
The remaining lemmas are the API:
```lemma intCast```
```theorem eq_pow```
```theorem eq_on_or_neg_one```
```eq_neg_one_iff_not_one```
```theorem eq_zero_iff```
```theorem sq_one```
```theorem sq_one'```
```theorem eq_one_iff```
```theorem eq_neg_one_iff```
---
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|
t-number-theory
new-contributor
large-import
|
94/0 |
Mathlib/NumberTheory/LegendreSymbol/Basic.lean |
1 |
3 |
['github-actions'] |
nobody |
0-68055 18 hours ago |
0-69770 19 hours ago |
0-69435 19 hours |
0 |
| 44838 |
riccardobrasca author:riccardobrasca |
feat: add QuotientGroup.instHasUniqueRoots |
Replace a `IsMulTorsionFree` instance by a `HasUniqueRoots` instance, that is stronger.
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|
t-group-theory |
8/5 |
Mathlib/GroupTheory/Torsion.lean |
1 |
3 |
['github-actions', 'leanprover-radar', 'riccardobrasca'] |
nobody |
0-66649 18 hours ago |
0-68568 18 hours ago |
0-68233 18 hours |
0 |
| 41306 |
vlad902 author:vlad902 |
feat(SimpleGraph): reduce CycleGraph imports |
Reduce the imports for CycleGraph.lean and re-prove and move a few lemmas around as a result.
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics |
46/31 |
Mathlib/Combinatorics/SimpleGraph/Acyclic.lean,Mathlib/Combinatorics/SimpleGraph/Connectivity/Connected.lean,Mathlib/Combinatorics/SimpleGraph/CycleGraph.lean,Mathlib/Combinatorics/SimpleGraph/Hasse.lean |
4 |
32 |
['SnirBroshi', 'github-actions', 'mathlib-merge-conflicts', 'vlad902'] |
SnirBroshi assignee:SnirBroshi |
0-65632 18 hours ago |
0-66246 18 hours ago |
97-57428 97 days |
0 |
| 44840 |
grunweg author:grunweg |
chore: rename ContDiffAt.hasStrict(F)DerivAt to hasStrict(F)DerivAt_(… |
Currently, mathlib has both `ContDiffAt.hasStrict(F)DerivAt` and `ContDiffAt.hasStrict(F)DerivAt'`: avoid the primed names by
- renaming `ContDiffAt.hasStrict(F)DerivAt` to `ContDiffAt.hasStrict(F)DerivAt_(f)deriv` (which describes their statement more faithfully), and
- renaming `ContDiffAt.hasStrict(F)DerivAt'` to `ContDiffAt.hasStrict(F)DerivAt`
Because this is a cyclic rename, we can only generate deprecations for half of these.
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|
t-analysis |
33/25 |
Mathlib/Analysis/Calculus/ContDiff/RCLike.lean,Mathlib/Analysis/Calculus/ImplicitContDiff.lean,Mathlib/Analysis/Calculus/InverseFunctionTheorem/ContDiff.lean,Mathlib/Analysis/SpecialFunctions/ExpDeriv.lean,Mathlib/Analysis/SpecialFunctions/Pow/Deriv.lean |
5 |
1 |
['github-actions'] |
nobody |
0-64706 17 hours ago |
0-64759 17 hours ago |
0-64426 17 hours |
3 |
| 44839 |
mortarsanjaya author:mortarsanjaya |
feat(Data/Nat/ModEq): add congruence mod lcm lemma |
The new lemma is just a version of `modEq_and_modEq_iff_modEq_mul` without the coprimality assumption. As a bonus, the proof of `modEq_and_modEq_iff_modEq_mul` is simplified as well.
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|
t-data
easy
|
7/7 |
Mathlib/Data/Nat/ModEq.lean |
1 |
2 |
['github-actions', 'mortarsanjaya'] |
nobody |
0-63513 17 hours ago |
0-66410 18 hours ago |
0-66075 18 hours |
0 |
| 36089 |
pfaffelh author:pfaffelh |
feat(Topology/Compactness/CompactSystem): set system of finite unions of sets in a compact system is again a compact system |
A compact system is a set system with the following property: If all finite intersections of a sequence in the set system is non-empty, the countable intersection is not empty.
Starting with a compact system, consider the finite unions of sets in the copact system. Such sets again form a compact system (`IsCompactSystem.supClosure`).
This was previously #25900.
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[](https://gitpod.io/from-referrer/)
|
brownian
t-topology
LLM-generated
|
48/0 |
Mathlib/Topology/Compactness/CompactSystem.lean |
1 |
10 |
['EtienneC30', 'RemyDegenne', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
EtienneC30 assignee:EtienneC30 |
0-62116 17 hours ago |
0-63756 17 hours ago |
22-33549 22 days |
0 |
| 44832 |
marcelolynch author:marcelolynch |
ci(cache): stop uploading to Azure |
CI uploads every container to R2 only. This PR removes the Azure upload steps and the `cache_application_id` input from `build_template.yml`.
Current readers are not affected:
- A cache tool from v4.34.0 or later reads `master` and `forks` through the cache resolver, which serves them from R2.
- An older cache tool reads `master` from Azure, but only artifacts of its own toolchain. Those artifacts are already in Azure.
- The nightly-testing repository does not upload to Azure.
The `MATHLIB_CACHE_DEBUG_USE_LEGACY` switch reads `master` from Azure, so it misses every commit that CI builds after this PR. #44834 removes the switch and makes the other cache tool changes. It depends on this PR and should merge soon after it.
🤖
|
CI |
18/68 |
.github/actions/get-cache/action.yml,.github/workflows/bors.yml,.github/workflows/build.yml,.github/workflows/build_template.yml,.github/workflows/release_cache.yml,Cache/SECURITY.md |
6 |
4 |
['bryangingechen', 'github-actions', 'marcelolynch', 'mathlib-bors'] |
nobody |
0-61027 16 hours ago |
0-71883 19 hours ago |
0-71548 19 hours |
0 |
| 44843 |
mathlib-splicebot author:mathlib-splicebot |
feat: `isInvertible_fderivWithin_writtenInExtChartAt` |
If the `mfderiv` of `f` is injective (invertible), so is the fderivWithin of `f` written in extended charts. |
t-differential-geometry |
16/4 |
Mathlib/Geometry/Manifold/MFDeriv/Basic.lean |
1 |
1 |
['github-actions'] |
nobody |
0-60753 16 hours ago |
0-63354 17 hours ago |
0-63019 17 hours |
2 |
| 44834 |
marcelolynch author:marcelolynch |
chore(cache): remove Azure reads and (dev) writes from the client |
This PR removes the `MATHLIB_CACHE_DEBUG_USE_LEGACY` read switch and the Azure account URL from the cache tool. The tool reads from `https://cache.mathlib.org`, or from `MATHLIB_CACHE_BASE_URL` when it is set. The cache resolver serves both containers from R2 only, so the switch is the last path from the tool to Azure.
This PR also changes the default upload backend from `azure` to `s3`. The tool keeps the `azure` backend as a fallback, for uploads to the endpoint in `MATHLIB_CACHE_PUT_URL` only.
🤖
|
CI |
135/303 |
.github/actions/get-cache/action.yml,.github/workflows/bors.yml,.github/workflows/build.yml,.github/workflows/build_template.yml,.github/workflows/release_cache.yml,Cache/CI.md,Cache/Infra.lean,Cache/Main.lean,Cache/Query.lean,Cache/README.md,Cache/Requests.lean,Cache/SECURITY.md,Cache/Test.lean,Cache/Upload/Azure.lean,Cache/Upload/Defs.lean,Cache/Upload/S3.lean |
16 |
3 |
['github-actions', 'marcelolynch', 'mathlib-bors'] |
nobody |
0-60607 16 hours ago |
0-61328 16 hours ago |
0-60993 16 hours |
0 |
| 44761 |
mortarsanjaya author:mortarsanjaya |
refactor: unify `CharZero` with `CharP` |
This PR attempts to unify the `CharZero` class with the `CharP` class via changing the definition of `CharP`; see the TODO in [Algebra/CharZero/Defs](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Algebra/CharZero/Defs.html#CharZero). The main goal is to make `CharZero R` equivalent to `CharP R 0` in all cases, and so we can possibly deprecate `CharZero` later on, whereas the old definition of `CharP R 0` is not equivalent to `CharZero R` for semirings whose addition is not cancellative. In positive characteristic, the new definition is still equivalent to the old definition.
A cost of the unification is that `ringChar` would require an `IsLeftCancelAdd` instance, which might be inconvenient for semirings but is a non-issue for rings.
---
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This also invalidates the counterexample that shows `CharP R 0` does not always imply `CharZero R`.
See the discussion on [this Zulip thread](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Unifying.20.60CharZero.60.20with.20.60CharP.60/with/630744702). |
t-algebra
file-removed
tech debt
large-import
label:t-algebra$ |
208/257 |
Counterexamples.lean,Counterexamples/CharPZeroNeCharZero.lean,Mathlib/Algebra/CharP/Algebra.lean,Mathlib/Algebra/CharP/Basic.lean,Mathlib/Algebra/CharP/Defs.lean,Mathlib/Algebra/CharP/Invertible.lean,Mathlib/Algebra/CharP/LinearMaps.lean,Mathlib/Algebra/CharP/LocalRing.lean,Mathlib/Algebra/CharP/Pi.lean,Mathlib/Algebra/CharP/Quotient.lean,Mathlib/Algebra/CharP/Subring.lean,Mathlib/Algebra/CharP/Two.lean,Mathlib/Algebra/CharZero/Defs.lean,Mathlib/Algebra/Polynomial/Coeff.lean,Mathlib/Data/ZMod/Basic.lean,Mathlib/FieldTheory/PerfectClosure.lean,Mathlib/GroupTheory/Exponent.lean,Mathlib/GroupTheory/Order/Min.lean,Mathlib/GroupTheory/OrderOfElement.lean,Mathlib/LinearAlgebra/Matrix/CharP.lean,Mathlib/NumberTheory/FLT/Polynomial.lean,Mathlib/NumberTheory/LucasLehmer.lean,Mathlib/NumberTheory/MulChar/Basic.lean,Mathlib/RingTheory/Ideal/Int.lean,Mathlib/RingTheory/MvPolynomial/Basic.lean,Mathlib/RingTheory/Polynomial/Basic.lean |
26 |
8 |
['JX-Mo', 'github-actions', 'mortarsanjaya'] |
nobody |
0-59403 16 hours ago |
1-25595 1 day ago |
1-25260 1 day |
0 |
| 44135 |
Vierkantor author:Vierkantor |
feat(Util): introduce Verso roles needed for migrating docstrings |
This PR defines a set of roles allowing for custom syntax in Verso docstrings. With these roles we can continue using the following features from the Markdown that doc-gen implements: bibliographic references, library notes, code snippets in other languages, and shorter notation for URLs.
David Thrane Christiansen is the main author of this code, I am merely PR'ing it.
Co-authored-by: David Thrane Christiansen <david@davidchristiansen.dk>
- [x] depends on: #44158
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|
documentation
t-meta
large-import
maintainer-merge
|
228/0 |
Mathlib.lean,Mathlib/Init.lean,Mathlib/Util/VersoRoles.lean,MathlibTest/VersoRoles.lean |
4 |
33 |
['Vierkantor', 'github-actions', 'grunweg', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'thorimur'] |
thorimur assignee:thorimur |
0-58628 16 hours ago |
0-62667 17 hours ago |
1-4831 1 day |
0 |
| 42836 |
loefflerd author:loefflerd |
feat(NumberTheory/Padics): the Amice transform is a ring isomorphism |
Show that the Amice-transform isomorphism from measures on `ℤ_[p]` to `ℤ_[p]⟦X⟧` is an isomorphism of rings, when the measures are equipped with the ring structure defined by convolution.
---
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|
t-number-theory |
117/1 |
Mathlib/NumberTheory/Padics/Measure/AmiceTransform.lean,Mathlib/Topology/Constructions.lean |
2 |
7 |
['MichaelStollBayreuth', 'github-actions', 'loefflerd', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
MichaelStollBayreuth assignee:MichaelStollBayreuth |
0-58519 16 hours ago |
0-60380 16 hours ago |
18-48695 18 days |
0 |
| 36160 |
pfaffelh author:pfaffelh |
feat(Topology/Compactness/CompactSystem): closed and compact square cylinders form a compact system |
feat (Topology/Compactness/CompactSystem): Closed and compact square cylinders form a
compact system
A square cylinder is a set of the form `s.pi t` in a product space. A closed compact square cylinder has `IsClosed (t i)` and `IsCompact (t i)` for all `i ∈ s`. This set system is a compact system (as introduced in PR #36013).
Streamline the definition of square cylinders in MeasureTheory/Constructions/Cylinders on the way.
Co-authors: Rémy Degenne remy.degenne@inria.fr
---
- [x] depends on: #36013
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|
brownian
t-topology
large-import
|
99/2 |
Mathlib/Data/Set/Lattice/Bounded.lean,Mathlib/Data/Set/Lattice/Image.lean,Mathlib/Data/Set/Prod.lean,Mathlib/MeasureTheory/Constructions/Cylinders.lean,Mathlib/Topology/Compactness/CompactSystem.lean |
5 |
17 |
['EtienneC30', 'RemyDegenne', 'github-actions', 'mathlib-bors', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
0-58488 16 hours ago |
0-62429 17 hours ago |
18-76151 18 days |
0 |
| 42865 |
WilliamCoram author:WilliamCoram |
refactor: change definition of operator norm to depend only on modules over semirings |
We restructure the operator norm definition so that `opNorm` only takes in modules over semirings.
This is a reduction from `NontriviallyNormedField`; the goal of this is to allow us to have theories of operator norms in different settings (e.g. modules over Banach-Tate rings) without making duplicate statements.
AI disclosure: The need for the new operator norm definition appeared in a project I was using Claude to help autoformalise (see [Zulip](https://leanprover.zulipchat.com/#narrow/channel/217875-Is-there-code-for-X.3F/topic/compact.20operators.20and.20Fredholm.20determinant/with/572850121)). However, this generalisation of the operator norm definition was hand-written to avoid Claude's duplication it created.
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|
t-analysis |
92/56 |
Mathlib/Analysis/Calculus/ContDiff/Convolution.lean,Mathlib/Analysis/Calculus/ContDiff/FaaDiBruno.lean,Mathlib/Analysis/Normed/Operator/Basic.lean,Mathlib/Geometry/Manifold/Riemannian/Basic.lean |
4 |
2 |
['WilliamCoram', 'github-actions'] |
nobody |
0-55905 15 hours ago |
0-57408 15 hours ago |
0-58451 16 hours |
0 |
| 43871 |
manman4 author:manman4 |
feat(PowerSeries): add Lagrange inversion formula |
## What this PR adds
This PR formalizes the Lagrange inversion formula for formal power series over commutative rings without additive torsion (`HasUniqueDiv R`), together with divided versions over characteristic-zero fields.
For formal power series `P`, `Y`, and `H` over such a ring, suppose `Y = X * P.subst Y`. Then, for every natural number `n`, the Lagrange–Bürmann formula states:
```math
(n + 1)[X^{n + 1}]H(Y) = [X^n](H' P^{n + 1}).
```
The brackets denote coefficient extraction, and `H'` denotes the formal derivative of `H`. Over a characteristic-zero field, dividing by `n + 1` gives the usual coefficient formula.
## Proof and scope
The proof follows the inductive argument of Surya and Warnke. The torsion-free assumption is used to cancel multiplication by positive natural numbers.
Following the review suggestions, this PR is restricted to the torsion-free version.
## Motivation
Lagrange inversion is a classical tool in enumerative combinatorics, treated for example in Section 5.4 of Richard P. Stanley’s *Enumerative Combinatorics*, Volume 2. It gives coefficient formulas for implicitly defined generating functions, with applications to counting rooted trees and other recursively defined combinatorial structures.
My original motivation was to make this tool, which is also used in competitive programming, available in Mathlib.
## LLM
We (Julian and I) used Aristotle and Codex for code generation and ChatGPT and Claude for cleanup.
|
t-ring-theory
new-contributor
LLM-generated
|
212/0 |
Mathlib.lean,Mathlib/RingTheory/PowerSeries/Basic.lean,Mathlib/RingTheory/PowerSeries/Derivative.lean,Mathlib/RingTheory/PowerSeries/LagrangeInversion.lean,Mathlib/RingTheory/PowerSeries/Substitution.lean,docs/references.bib |
6 |
126 |
['JX-Mo', 'Julian-Kuelshammer', 'github-actions', 'manman4', 'wwylele'] |
nobody |
0-54881 15 hours ago |
11-3975 11 days ago |
27-85014 27 days |
0 |
| 44845 |
DanielJHorton author:DanielJHorton |
feat(LinearAlgebra/PiTensorProduct/Projective): implement properties of tensor products of families of projective modules |
This PR adds a new file `LinearAlgebra/PiTensorProduct/Projective` which develops the properties of tensor products of families of projective modules. Results for binary tensor products from `LinearAlgebra/Contraction` are extended to `PiTensorProduct`, and the main result `dualDistribEquiv` of `LinearAlgebra/PiTensorProduct/Dual` is generalized from free modules over a ring to projective modules over a semiring.
The major results are:
- `PiTensorProduct.Projective` - An instance proving that the tensor product of a finite collection of projective modules is projective.
- `PiTensorProduct.piTensorHomEquiv` - A linear equivalence whose underlying linear map is `piTensorHomMap` from `LinearAlgebra/PiTensorProduct/Basic`.
- `PiTensorProduct.dualDistribEquivOfProjective` - A linear equivalence whose underlying map is `dualDistrib` from `LinearAlgebra/PiTensorProduct/Dual`. This generalizes `dualDistribEquiv`, replacing hypotheses `[CommRing R]` and `[Module.Free R (P i)]` with `[CommSemiring R]` and `[Module.Projective R (P i)]`.
This PR also adds a small definition `dualBaseRingEquiv (R : Type*) [CommSemiring R] : Dual R R ≃ₗ[R] R` to `LinearAlgebra/Dual/Defs` (as well as associated `@[simp]` lemmas) which were used in some of the proofs.
Disclamer: I am still a relatively new contributor here and this is my largest PR so far. I am grateful for the time of any reviewers who look at this PR and I am happy to answer any questions about implementation/design choices.
---
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|
t-algebra label:t-algebra$ |
216/1 |
Mathlib.lean,Mathlib/LinearAlgebra/Dual/Defs.lean,Mathlib/LinearAlgebra/PiTensorProduct/Projective.lean |
3 |
1 |
['github-actions'] |
nobody |
0-53714 14 hours ago |
0-55189 15 hours ago |
0-56767 15 hours |
0 |
| 43858 |
BoltonBailey author:BoltonBailey |
chore(Algebra/GroupWithZero/Units/Basic): rename three lemmas `'` -> `₀` |
This PR comes about as a result of using Claude to look for easy reductions to the docPrime linter. Claude turned up three lemmas about GroupWithZero named with primes which are analogous to unprimed lemmas about groups. This PR renames them to use the usual convention of naming such lemmas with an underscored zero.
- `div_left_inj'`
- `div_div_cancel_left'`
- `div_div_div_cancel_left'`
---
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|
tech debt
LLM-generated
t-algebra
label:t-algebra$ |
28/25 |
Mathlib/Algebra/Field/ModEq.lean,Mathlib/Algebra/GroupWithZero/Units/Basic.lean,Mathlib/Analysis/BoxIntegral/UnitPartition.lean,Mathlib/Analysis/Complex/UpperHalfPlane/Metric.lean,Mathlib/Analysis/Normed/Algebra/QuaternionExponential.lean,Mathlib/Analysis/SpecialFunctions/Log/Base.lean,Mathlib/Analysis/SpecialFunctions/Stirling.lean,Mathlib/Geometry/Euclidean/Angle/Bisector.lean,Mathlib/Geometry/Euclidean/Angle/Oriented/Affine.lean,Mathlib/NumberTheory/FLT/Basic.lean,Mathlib/NumberTheory/Height/NumberField.lean,Mathlib/NumberTheory/LSeries/HurwitzZetaEven.lean,Mathlib/NumberTheory/LSeries/ZMod.lean,Mathlib/NumberTheory/PythagoreanTriples.lean,Mathlib/Probability/Distributions/Gaussian/CharFun.lean,Mathlib/Probability/Distributions/Gaussian/HasGaussianLaw/Independence.lean,Mathlib/RingTheory/Invariant/Basic.lean,Mathlib/Topology/Instances/AddCircle/Real.lean,scripts/nolints_prime_decls.txt |
19 |
4 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
0-50776 14 hours ago |
0-53659 14 hours ago |
22-84493 22 days |
0 |
| 43945 |
Nicola9Falciola author:Nicola9Falciola |
feat(LinearAlgebra/Matrix/GeneralLinearGroup/Defs): add `MulEquiv` for `GL` |
Following the API in Data/Matrix/Basic I add :
- the `MulEquiv` : `GL n R ≃* GL n S`induced by a `RingEquiv`
- the `MulEquiv` : `GL n R ≃* (GL n R)\mop `
- the `MulEquiv` : `GL n (ULift.{w} R) ≃* GL n R`
- the `MulEquiv` : `GL m R ≃* GL n R` for `m ≃ n`
- the `MulEquiv` : `GL n (Π i, R i) ≃* Π i, GL n (R i)`
---
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|
t-algebra label:t-algebra$ |
96/0 |
Mathlib/LinearAlgebra/Matrix/GeneralLinearGroup/Defs.lean |
1 |
70 |
['Nicola9Falciola', 'eric-wieser', 'github-actions', 'j-loreaux', 'mathlib-merge-conflicts', 'themathqueen'] |
j-loreaux assignee:j-loreaux |
0-50421 14 hours ago |
0-51748 14 hours ago |
25-2502 25 days |
2 |
| 44338 |
artie2000 author:artie2000 |
refactor: remove norm assumption for polynomial limits |
* Change proofs about limits of polynomials to avoid having to assume a norm on the field.
* Split the non-norm material from `Mathlib.Analysis.Polynomial.Basic`.
AI usage disclosure: Claude Sonnet 5.5 was used to come up with approaches for generalising the proofs. ChatGPT 5.5 was used to split material from discarded approaches into separate PRs. All of the changes in this PR were made by a human.
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|
t-algebra
t-topology
t-order
label:t-algebra$ |
340/221 |
Mathlib.lean,Mathlib/Algebra/Polynomial/Inductions.lean,Mathlib/Algebra/Polynomial/Roots.lean,Mathlib/Analysis/Polynomial/Basic.lean,Mathlib/Topology/Algebra/Order/Field.lean,Mathlib/Topology/Algebra/Order/Polynomial.lean |
6 |
3 |
['github-actions', 'vihdzp'] |
nobody |
0-50365 13 hours ago |
0-57173 15 hours ago |
0-57113 15 hours |
0 |
| 43472 |
gasparattila author:gasparattila |
refactor: replace `SemilatticeSup.sup` with `max` |
This PR replaces the `sup` field of `SemilatticeSup` with `Max.max`. This will enable further refactors such as redefining `SemilatticeSup` using `Std.LawfulOrderSup` or making `LinearOrder` extend `Lattice`.
---
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- [x] depends on: #44002
[](https://gitpod.io/from-referrer/)
|
t-order |
161/194 |
Archive/MinimalSheffer.lean,Archive/Robbins.lean,Mathlib/Algebra/Category/ModuleCat/Presheaf/Submodule.lean,Mathlib/Algebra/Category/ModuleCat/Sheaf/Submodule.lean,Mathlib/Algebra/Field/Subfield/Basic.lean,Mathlib/Algebra/Group/Subgroup/Lattice.lean,Mathlib/Algebra/Group/Submonoid/Basic.lean,Mathlib/Algebra/Group/Subsemigroup/Basic.lean,Mathlib/Algebra/Lie/Subalgebra.lean,Mathlib/Algebra/Module/Submodule/Lattice.lean,Mathlib/Algebra/Order/GroupWithZero/Canonical.lean,Mathlib/Algebra/Order/Kleene.lean,Mathlib/Algebra/Order/Ring/Idempotent.lean,Mathlib/Algebra/Ring/Subring/Basic.lean,Mathlib/Algebra/Ring/Subsemiring/Basic.lean,Mathlib/Algebra/Tropical/Lattice.lean,Mathlib/AlgebraicGeometry/IdealSheaf/Basic.lean,Mathlib/AlgebraicTopology/SimplicialComplex/Basic.lean,Mathlib/Analysis/BoxIntegral/Box/Basic.lean,Mathlib/Analysis/BoxIntegral/Partition/Basic.lean,Mathlib/Analysis/Convex/SimplicialComplex/Basic.lean,Mathlib/Analysis/Normed/Group/Seminorm.lean,Mathlib/Analysis/Normed/Module/MStructure.lean,Mathlib/Analysis/Normed/Module/Seminorm/Basic.lean,Mathlib/Basic/PEquiv.lean,Mathlib/Basic/Real/Basic.lean,Mathlib/CategoryTheory/Groupoid/Subgroupoid.lean,Mathlib/CategoryTheory/Limits/Preorder.lean,Mathlib/CategoryTheory/Sites/Coverage.lean,Mathlib/CategoryTheory/Sites/Grothendieck.lean,Mathlib/CategoryTheory/Sites/Pretopology.lean,Mathlib/CategoryTheory/Sites/Sieves/Basic.lean,Mathlib/CategoryTheory/Subfunctor/Basic.lean,Mathlib/CategoryTheory/Subfunctor/SubmonoidFunctor.lean,Mathlib/CategoryTheory/Subobject/Lattice.lean,Mathlib/Combinatorics/Graph/Lattice.lean,Mathlib/Computability/Reduce.lean,Mathlib/Data/DFinsupp/Order.lean,Mathlib/Data/Finset/Lattice/Basic.lean,Mathlib/Data/Multiset/UnionInter.lean,Mathlib/Data/Semiquot.lean,Mathlib/Data/Set/Basic.lean,Mathlib/Dynamics/Circle/RotationNumber/TranslationNumber.lean,Mathlib/Geometry/Convex/Cone/Face/Lattice.lean,Mathlib/Geometry/Manifold/StructureGroupoid.lean,Mathlib/GroupTheory/Congruence/Defs.lean,Mathlib/LinearAlgebra/AffineSpace/AffineSubspace/Defs.lean,Mathlib/LinearAlgebra/LinearPMap.lean,Mathlib/MeasureTheory/Function/AEEqFun.lean,Mathlib/MeasureTheory/Function/SimpleFunc.lean,Mathlib/ModelTheory/Substructures.lean,Mathlib/Order/BooleanSubalgebra.lean,Mathlib/Order/Booleanisation.lean,Mathlib/Order/Bounds/Basic.lean,Mathlib/Order/CompleteLattice/Defs.lean,Mathlib/Order/Copy.lean,Mathlib/Order/Defs/Lattice.lean,Mathlib/Order/Filter/Basic.lean,Mathlib/Order/Filter/Germ/Basic.lean,Mathlib/Order/FixedPoints.lean,Mathlib/Order/GaloisConnection/Basic.lean,Mathlib/Order/Heyting/Basic.lean,Mathlib/Order/Heyting/Regular.lean,Mathlib/Order/Hom/Order.lean,Mathlib/Order/Ideal.lean,Mathlib/Order/Interval/Basic.lean,Mathlib/Order/Lattice.lean,Mathlib/Order/Partition/Basic.lean,Mathlib/Order/Partition/Finpartition.lean,Mathlib/Order/Preorder/Finsupp.lean,Mathlib/Order/PropInstances.lean,Mathlib/Order/Setoid/Basic.lean,Mathlib/Order/Sublattice.lean,Mathlib/Order/Sum/Lattice.lean,Mathlib/Order/WithBot.lean,Mathlib/Probability/Process/Filtration.lean,Mathlib/RingTheory/Congruence/Basic.lean,Mathlib/RingTheory/Finiteness/Basic.lean,Mathlib/RingTheory/Finiteness/Small.lean,Mathlib/RingTheory/NonUnitalSubring/Basic.lean,Mathlib/RingTheory/NonUnitalSubsemiring/Basic.lean,Mathlib/RingTheory/TwoSidedIdeal/Lattice.lean,Mathlib/RingTheory/UniqueFactorizationDomain/FactorSet.lean,Mathlib/RingTheory/Valuation/ValuationSubring.lean,Mathlib/Topology/Algebra/Group/GroupTopology.lean,Mathlib/Topology/Algebra/Module/ClosedSubmodule.lean,Mathlib/Topology/Category/TopCat/OpenNhds.lean,Mathlib/Topology/LocallyFinsupp.lean,Mathlib/Topology/MetricSpace/BundledFun.lean,Mathlib/Topology/Sets/Compacts.lean,Mathlib/Topology/UniformSpace/Basic.lean,MathlibTest/DefEqAbuse.lean |
92 |
11 |
['JovanGerb', 'gasparattila', 'github-actions', 'leanprover-radar', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
0-47575 13 hours ago |
0-51065 14 hours ago |
9-81110 9 days |
0 |
| 41308 |
sergantche author:sergantche |
feat: add `List.insertIdx_eraseIdx_getElem_perm` |
Adds `List.insertIdx_eraseIdx_getElem_perm`, showing that erasing an element by index and inserting it at any valid position gives a permutation of the original list.
This packages the existing lemmas `List.perm_insertIdx` and `List.getElem_cons_eraseIdx_perm` into a direct API lemma.
AI assistance was used in preparing this PR; I reviewed the statement and proof.
[](https://gitpod.io/from-referrer/) |
t-data
new-contributor
LLM-generated
|
5/0 |
Mathlib/Data/List/Perm/Basic.lean |
1 |
5 |
['github-actions', 'sergantche', 'vlad902'] |
eric-wieser assignee:eric-wieser |
0-46591 12 hours ago |
93-56463 93 days ago |
97-59523 97 days |
0 |
| 41905 |
wwylele author:wwylele |
feat(FieldTheory): relrank lemma about sup |
The main lemma I want is `(A ⊔ C).relrank (B ⊔ C) ≤ A.relrank B`. Added some trivial lemma along the way.
---
AI usage disclosure: this was originally drafted by Aristotle, then cleaned up by me.
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[](https://gitpod.io/from-referrer/)
|
t-algebra
LLM-generated
label:t-algebra$ |
91/0 |
Mathlib/FieldTheory/Relrank.lean |
1 |
11 |
['copilot-pull-request-reviewer', 'eric-wieser', 'github-actions', 'sharky564'] |
ocfnash assignee:ocfnash |
0-46590 12 hours ago |
87-57967 87 days ago |
87-57632 87 days |
0 |
| 41918 |
CoolRmal author:CoolRmal |
feat(Topology/Order): separability is hereditary for linearly ordered topological spaces |
In this PR we prove that
1. `isTopologicalBasis_isOpen_ordConnected`: in a linearly ordered topological space, every point of an open set `U` has an open `Set.OrdConnected` neighbourhood contained in `U`.
2. `countable_setOf_isolated_subtype`: in a separable linearly ordered topological space, the points of a subset `s` that are isolated in the subspace `s` form a countable set.
3. A subset of a separable linearly ordered topological space is separable in the subspace topology. This is proved as an instance.
The material was developed for showing the measurability of the pathwise variation of a continuous stochastic process in https://github.com/RemyDegenne/brownian-motion/pull/494. Created with the help of Claude Code, carefully reviewed and golfed by myself.
|
t-topology |
153/0 |
Mathlib.lean,Mathlib/Topology/Closure.lean,Mathlib/Topology/Order/Separable.lean |
3 |
2 |
['CoolRmal', 'felixpernegger', 'github-actions'] |
j-loreaux assignee:j-loreaux |
0-46589 12 hours ago |
76-38993 76 days ago |
87-33126 87 days |
1 |
| 44029 |
seewoo5 author:seewoo5 |
feat(ModularForms): derivative of discriminant form |
---
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$\Delta' = E_2 \Delta$ and $\partial_{12} \Delta = 0$. From Sphere packing project, initially written by Claude.
(c.f. I thought that this would follow from Ramanujan formula and $\Delta = (E_4^3 - E_6^2)/1728$, until I (re-)realize that $E_2$ is defined as logarithmic derivative of Dedekind eta function and we have much shorter proof.)
[](https://gitpod.io/from-referrer/)
|
t-number-theory
LLM-generated
sphere-packing
|
25/2 |
Mathlib/NumberTheory/ModularForms/Discriminant.lean |
1 |
3 |
['github-actions', 'mathlib-merge-conflicts'] |
MichaelStollBayreuth assignee:MichaelStollBayreuth |
0-46588 12 hours ago |
4-35050 4 days ago |
22-53975 22 days |
0 |
| 44061 |
teorth author:teorth |
feat(NumberTheory/Mertens): abstract theory of Mertens weights |
This is the first of a three-PR stack splitting the Mertens theorems
development (#41394) into pieces under 500 LoC each.
It introduces `Mathlib/NumberTheory/Mertens/Weight.lean`: the abstract theory
of *Mertens weights* — the `Mertens.Weight` structure and the basic estimates
attached to it (the `E₁`/`E₂` error bounds, `sum_sub_log_*`, `M_bounds`,
`sum_div_log_*`, …). No concrete weight is constructed here; this will be done in #44062.
---
The code was human-generated, but reviewed by AI.
- [x] depends on: #41120
- [x] depends on: #43471
[](https://gitpod.io/from-referrer/)
|
t-number-theory |
502/0 |
Mathlib.lean,Mathlib/NumberTheory/Mertens/Weight.lean |
2 |
10 |
['amellendijk', 'github-actions', 'loefflerd', 'mathlib-dependent-issues', 'xroblot'] |
MichaelStollBayreuth assignee:MichaelStollBayreuth |
0-46587 12 hours ago |
12-85234 12 days ago |
21-38993 21 days |
2 |
| 44278 |
justus-springer author:justus-springer |
doc(AlgebraicGeometry/Birational/*): improve stacks tags |
---
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|
t-algebraic-geometry |
10/1 |
Mathlib/AlgebraicGeometry/Birational/Birational.lean,Mathlib/AlgebraicGeometry/Birational/RationalMap.lean |
2 |
1 |
['github-actions'] |
joelriou assignee:joelriou |
0-46586 12 hours ago |
16-12258 16 days ago |
16-12005 16 days |
0 |
| 43046 |
teorth author:teorth |
feat(Analysis/Distribution): compactly supported functions are dense in Schwartz space |
This file adds `SchwartzMap.dense_hasCompactSupport`: the compactly supported
Schwartz functions are dense in `𝓢(E, F)` (for `E` a finite-dimensional real
normed space).
The proof goes through smooth truncation, and some API for such truncations is provided.
----
This material will be used in a forthcoming PR on the prime number theorem.
AI was used to generate initial code, which was then heavily golfed and reviewed by the author. |
t-analysis |
191/0 |
Mathlib.lean,Mathlib/Analysis/Distribution/SchwartzSpace/CompactSupport.lean |
2 |
14 |
['github-actions', 'mathlib-splicebot', 'mcdoll', 'ocfnash', 'teorth'] |
nobody |
0-45689 12 hours ago |
35-47807 35 days ago |
52-16314 52 days |
2 |
| 41217 |
Probablism author:Probablism |
feat(SimpleGraph/Matching): add graph-level IsMatching |
Closes #11911.
This adds a graph-level `SimpleGraph.IsMatching` predicate. It is support-based, so isolated
vertices are allowed: every vertex in the graph support is incident to exactly one edge.
The existing `Subgraph.IsMatching` predicate is unchanged. I added compatibility lemmas relating it
to `M.spanningCoe`, including an iff characterizing the subgraph predicate as graph-level matching
plus `M.support = M.verts`.
Validation:
- `lake env lean Mathlib/Combinatorics/SimpleGraph/Matching.lean`
- `lake build Mathlib.Combinatorics.SimpleGraph.Matching`
- `lake build Mathlib.Combinatorics.SimpleGraph.Hall Mathlib.Combinatorics.SimpleGraph.Tutte Mathlib.Combinatorics.SimpleGraph.UniversalVerts`
- `lake exe lint-style Mathlib/Combinatorics/SimpleGraph/Matching.lean`
- `lake build Mathlib`
- `lake test`
AI assistance: OpenAI Codex assisted with testing and validation.
|
t-combinatorics
new-contributor
|
41/3 |
Mathlib/Combinatorics/SimpleGraph/Matching.lean |
1 |
4 |
['Probablism', 'SnirBroshi', 'github-actions'] |
nobody |
0-45688 12 hours ago |
105-49408 105 days ago |
105-49073 105 days |
0 |
| 41675 |
joelriou author:joelriou |
feat(AlgebraicTopology): pushout diagrams in the filtration of `Δ[p] ⊗ Δ[1]` |
---
- [x] depends on: #41656
- [x] depends on: #41655
- [x] depends on: #41624
- [x] depends on: #41617
<!-- Your PR title will become the first line of the commit message.
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[](https://gitpod.io/from-referrer/)
|
t-algebraic-topology |
242/3 |
Mathlib/AlgebraicTopology/SimplicialSet/ProdStdSimplex.lean,Mathlib/AlgebraicTopology/SimplicialSet/ProdStdSimplexOne.lean,Mathlib/AlgebraicTopology/SimplicialSet/StdSimplex.lean,Mathlib/AlgebraicTopology/SimplicialSet/Subcomplex.lean |
4 |
19 |
['github-actions', 'joelriou', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'robin-carlier'] |
nobody |
0-45687 12 hours ago |
32-71897 32 days ago |
36-64424 36 days |
2 |
| 39687 |
TentativeConvert author:TentativeConvert |
feat(Algebra/Group/Submonoid): type class to indicate that supremum in a SubmonoidClass agrees with supremum of submonoids |
Add a type class `SubmonoidClass.IsConcreteSSup` to indicate that the canonical map `.ofClass` from a class `S` of submonoids of `M` to `Submonoid M` preserves suprema.
---
This PR implements the minimal type class assumption needed to make „pushfoward of gradings along maps of indexing sets“ – see draft PR #39356 – work in some `SetLike` generality.
Given `{S M : Type*} [SetLike S M] [Monoid M] [SubmonoidClass S M]`, we have canonical maps
```
S → Submonoid M → Set M
```
The first is `Submonoid.ofClass`, the second and the composition are `coe` maps coming from the `SetLike` structures. Depending on `S`, these maps may or may not satisfy various properties with respect the lattice structures on `Submonoid M` and `Set M`. Mathlib so far includes the type class `[IsConcreteLE S M]`, which asserts that the composition `S → Set M` is order-preserving and order-reflecting. The type class defined here asserts that the first map, `S → Submonoid M`, preserves suprema.
In examples such as `S = Subgroup M`, `S = Submodule R M`, much more is true – in these cases, `S` is a complete sublattice of `Submonoid M`. But there are also examples where only the weaker property defined here holds, e.g. `S = OpenSubgroup M` for a topological group `M`.
[Zulip discussion thead about this PR](https://leanprover.zulipchat.com/#narrow/channel/144837-PR-reviews/topic/type.20class.20to.20indicate.20that.20supremum.20in.20a.20SubmonoidClass.20agr/with/626031731)
Note on `outParam`: I did *not* write `(M : outParam Type*)` in the assumptions of `SubmonoidClass.IsConcreteSSup` in accordance with the [DocString of `Setlike`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Data/SetLike/Basic.html#SetLike). However, we do have `(B : outParam Type*)` in the definition of `IsConcreteLE`, so perhaps I'm misinterpreting the DocString.
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new-contributor
t-algebra
label:t-algebra$ |
56/0 |
Mathlib.lean,Mathlib/Algebra/Group/Submonoid/SSup.lean |
2 |
6 |
['TentativeConvert', 'github-actions', 'jjdishere'] |
nobody |
0-45685 12 hours ago |
22-313 21 days ago |
142-2684 142 days |
0 |
| 41887 |
Ljon4ik4 author:Ljon4ik4 |
feat: lemmas showing properties of ofDerivation added |
Given an `R`-Lie algebra `L` and a commutative `R`-algebra `A`, there is a Lie algebra structure on `(A ⊗[R] L)`.
A derivation of `A` induces a Lie derivation of `(A ⊗[R] L)`, and one obtains a Lie algebra map
```
ofDerivation : Derivation R A A →ₗ⁅R⁆ LieDerivation R (A ⊗[R] L) (A ⊗[R] L)
```
In this PR we add a Lemma showing that `ofDerivation` is in fact `A`-linear, and that the resulting LieDerivation satisfies a Leibniz rule with respect to the `A`-multiplication on `A ⊗[R] L`.
---
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|
t-algebra label:t-algebra$ |
17/0 |
Mathlib/Algebra/Lie/Derivation/BaseChange.lean |
1 |
2 |
['eric-wieser', 'github-actions'] |
nobody |
0-45684 12 hours ago |
21-64629 21 days ago |
87-29905 87 days |
0 |
| 42355 |
sankalpsthakur author:sankalpsthakur |
fix(NormNum): error if remaining at locations are unused |
`norm_num at h1 h2 ...` (and other tactics built on `Lean.Elab.Tactic.withNondepPropLocation`) unconditionally processed every hypothesis in the location list, then the target. If an earlier hypothesis closed the goal (e.g. `norm_num` found `h1` to already be `False`), processing continued against an already-closed goal instead of stopping.
Unused `at` locations now error if an earlier location closed the goal.
Closes #28703.
---------
Note. `withNondepPropLocation` currently has no other callers in the Mathlib tree besides its own definition file.
AI coding tools were used to help draft this change and PR description. I reviewed the complete change, understand the reasoning, and verified the build locally before submitting. |
new-contributor
LLM-generated
t-meta
maintainer-merge
|
32/2 |
Mathlib/Util/AtLocation.lean,MathlibTest/Tactic/NormNum/Basic.lean |
2 |
25 |
['github-actions', 'grunweg', 'joneugster', 'mathlib-merge-conflicts', 'sankalpsthakur', 'thorimur'] |
nobody |
0-45682 12 hours ago |
32-26940 32 days ago |
52-27881 52 days |
0 |
| 42820 |
tolgadgrmnc27 author:tolgadgrmnc27 |
feat(Data/Nat/Choose): elementary Chernoff bound for tail sums of binomial coefficients |
Adds an elementary, purely combinatorial Chernoff-type bound on tail sums of
binomial coefficients:
```lean
theorem Nat.sum_Ico_choose_le_div (n m : ℕ) {x : α} (hx : 1 ≤ x) :
∑ j ∈ Ico m (n + 1), (n.choose j : α) ≤ (1 + x) ^ n / x ^ m
```
together with the specialization at `x = 2`:
```lean
theorem Nat.sum_Ico_choose_le_three_pow_div (n m : ℕ) :
∑ j ∈ Ico m (n + 1), (n.choose j : α) ≤ 3 ^ n / 2 ^ m
```
The proof is the classical exponential moment trick done combinatorially: for
`m ≤ j` and `1 ≤ x` we have `x ^ m ≤ x ^ j`, so the tail sum is bounded by
`x ^ (-m) * ∑ j, n.choose j * x ^ j = x ^ (-m) * (1 + x) ^ n` by the binomial
theorem. A helper `Nat.sum_range_choose_mul_pow` states the binomial theorem in
the convenient form `∑ j ≤ n, n.choose j * x ^ j = (1 + x) ^ n`.
### Why this is not already in Mathlib
* `Nat.sum_range_choose` gives the *total* sum `∑ j ≤ n, n.choose j = 2 ^ n`.
* `Mathlib/Data/Nat/Choose/Bounds.lean` bounds a *single* coefficient
(`choose_le_pow`, `choose_le_two_pow`, `choose_le_pow_div`, …).
* `Mathlib/Probability/Moments/SubGaussian.lean` has Chernoff/Hoeffding, but
measure-theoretically: using it for a counting argument requires setting up a
probability space with independent Bernoulli variables and translating back
to cardinalities.
I could not find a statement bounding a *partial* sum of binomial
coefficients. The version here needs no probability space and applies directly
to counting arguments (its original use was bounding the number of `n < 2 ^ k`
whose first `k` binary digits contain at least `m` ones).
### Notes
* Stated over a general `[Semifield α] [LinearOrder α] [IsStrictOrderedRing α]`,
matching the typeclass style of `Mathlib/Data/Nat/Choose/Bounds.lean`.
* `Ico m (n + 1)` rather than a `filter (m ≤ ·)` form, as is idiomatic in
Mathlib; the two are equal by `Finset.filter_le_eq_Ico`-style reasoning.
* Names are of course open to bikeshedding.
---
- [x] depends on: nothing
|
t-data
new-contributor
|
84/0 |
Mathlib.lean,Mathlib/Data/Nat/Choose/Tail.lean |
2 |
3 |
['github-actions'] |
nobody |
0-45680 12 hours ago |
59-7564 59 days ago |
59-7229 59 days |
0 |
| 43723 |
homeowmorphism author:homeowmorphism |
feat(Topology/MetricSpace): define hyperbolic pseudometric spaces |
We define hyperbolic pseudometric spaces using the Gromov product. This will be used to define hyperbolic groups.
Co-authored-by: Katerina Hristova <katherina.hristova@gmail.com>
---
- [x] depends on: #43641
Use of AI: Claude Fable was used to look up things quickly and sketch the API, but this was mostly written (or rewritten) by hand.
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|
t-topology |
111/0 |
Mathlib.lean,Mathlib/Topology/Bornology/Basic.lean,Mathlib/Topology/MetricSpace/Hyperbolic.lean |
3 |
15 |
['SnirBroshi', 'github-actions', 'homeowmorphism', 'mathlib-dependent-issues', 'tb65536', 'vlad902'] |
nobody |
0-44180 12 hours ago |
13-79813 13 days ago |
32-32902 32 days |
1 |
| 43324 |
plp127 author:plp127 |
feat: fine uniformity |
This PR continues the work from #24016.
Original PR: https://github.com/leanprover-community/mathlib4/pull/24016
---
- [x] depends on: #43312 |
t-topology |
130/0 |
Mathlib.lean,Mathlib/Topology/UniformSpace/FineUniformity.lean |
2 |
2 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
0-42533 11 hours ago |
0-43829 12 hours ago |
0-44438 12 hours |
0 |
| 44829 |
pelicanhere author:pelicanhere |
refactor(Analysis/Normed): generalize scalar distance and diameter lemmas |
Generalize scalar distance and diameter lemmas to `NormedRing`, and drop the nonzero assumption from `infDist_smul₀`.
|
t-analysis
new-contributor
|
23/28 |
Mathlib/Analysis/Normed/Group/AddCircle.lean,Mathlib/Analysis/Normed/Module/Ball/Pointwise.lean |
2 |
4 |
['github-actions', 'leanprover-radar', 'pelicanhere'] |
nobody |
0-41083 11 hours ago |
0-78751 21 hours ago |
0-78416 21 hours |
0 |
| 44060 |
wwylele author:wwylele |
feat(Geometry/Euclidean): lemma about excenters and volumes |
This proves that volume = inradius * surface / n
---
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|
t-euclidean-geometry
maintainer-merge
|
112/0 |
Mathlib.lean,Mathlib/Geometry/Euclidean/Volume/Incenter.lean |
2 |
8 |
['SnirBroshi', 'copilot-pull-request-reviewer', 'github-actions', 'jsm28', 'wwylele'] |
nobody |
0-38739 10 hours ago |
22-42451 22 days ago |
22-42116 22 days |
2 |
| 44102 |
wwylele author:wwylele |
feat(Geometry/Euclidean): dist with affineCombination on one side |
Supplementing existing theorems about `dist affineCombination affineCombination`, this one calculates `dist affineCombination Q` with `affineCombination` only on one side.
I intentionally did not follow the existing style in the file, and wrote `x ^ 2` instead of `x * x`. The latter results in unnecessary duplication and is not `ring`-normal form. The `x * x` style seems to appear a lot in old Euclidean geometry code. We should refactor them but that can be later.
---
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|
t-euclidean-geometry
maintainer-merge
|
30/0 |
Mathlib/Geometry/Euclidean/Basic.lean |
1 |
3 |
['github-actions', 'jsm28'] |
jsm28 assignee:jsm28 |
0-38675 10 hours ago |
21-46749 21 days ago |
21-46414 21 days |
2 |
| 44218 |
wwylele author:wwylele |
feat(Geometry/Euclidean): distance from vertex to nine-point circle center |
This PR derives the formula $$|AN|^2 = (R^2+c^2+b^2-a^2) / 4$$ for triangle $ABC$, where $N$ is the nine-point circle center, and $R$ is the circumradius. The PR first introduce the formula of distance from vertex to a generic point on the Euler line, then specialize it to `ninePointCircle`, and finally specialize it to triangle.
---
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|
t-euclidean-geometry
maintainer-merge
|
103/0 |
Mathlib/Geometry/Euclidean/Circumcenter.lean,Mathlib/Geometry/Euclidean/NinePointCircle.lean,Mathlib/LinearAlgebra/AffineSpace/Simplex/Centroid.lean |
3 |
3 |
['copilot-pull-request-reviewer', 'github-actions', 'jsm28'] |
nobody |
0-38585 10 hours ago |
18-42600 18 days ago |
18-42265 18 days |
1 |
| 41220 |
wwylele author:wwylele |
feat(Geometry/Euclidean): two formula for area of a triangle |
This PR proves two basic formulas for triangle area: `s = 1/2 * h * b = 1/2 * a * b * sin C`
---
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[](https://gitpod.io/from-referrer/)
|
t-euclidean-geometry
maintainer-merge
|
108/0 |
Mathlib.lean,Mathlib/Geometry/Euclidean/Angle/Unoriented/Affine.lean,Mathlib/Geometry/Euclidean/Angle/Unoriented/Projection.lean,Mathlib/Geometry/Euclidean/Triangle.lean,Mathlib/Geometry/Euclidean/Volume/Triangle.lean |
5 |
19 |
['SnirBroshi', 'copilot-pull-request-reviewer', 'github-actions', 'jsm28', 'mathlib-bors', 'mathlib-merge-conflicts', 'wwylele'] |
jsm28 assignee:jsm28 |
0-38501 10 hours ago |
8-67120 8 days ago |
22-39691 22 days |
3 |
| 43853 |
wwylele author:wwylele |
feat(Analysis/SpecialFunctions): the recurrence relation of bessel function J |
This proves one of the recurrence formula for J (the other one that involves derivative will be in a separate PR). Usually the LHS is written as `2 * a * J a x / x` in textbooks, but I moved `x` to RHS to avoid junk values on division.
Also added dlmf to `besselJ`.
---
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Zulip thread: [#mathlib4 > Bessel functions](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Bessel.20functions/with/611260325)
[](https://gitpod.io/from-referrer/)
|
t-analysis |
92/2 |
Mathlib/Analysis/SpecialFunctions/Bessel.lean,Mathlib/Analysis/SpecialFunctions/RegularizedHypergeometric.lean,Mathlib/Topology/Algebra/InfiniteSum/Defs.lean,Mathlib/Topology/Algebra/InfiniteSum/Ring.lean |
4 |
10 |
['copilot-pull-request-reviewer', 'github-actions', 'mcdoll', 'wwylele'] |
mcdoll assignee:mcdoll |
0-37602 10 hours ago |
8-75800 8 days ago |
28-40072 28 days |
0 |
| 44787 |
qawbecrdtey author:qawbecrdtey |
chore(Data/DFinsupp/BigOperators): golf |
---
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Simple golfs. |
t-data |
19/55 |
Mathlib/Data/DFinsupp/BigOperators.lean |
1 |
8 |
['github-actions', 'leanprover-radar', 'themathqueen'] |
nobody |
0-37080 10 hours ago |
0-38897 10 hours ago |
2-33864 2 days |
0 |
| 42802 |
Zeta-Wu author:Zeta-Wu |
feat(CategoryTheory): relate equivalences and skeletons |
This PR supersedes the previously closed PR #42789.
It adds several related characterizations of equivalences of categories, together with an API showing that an equivalence induces an isomorphism between the corresponding skeletons.
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|
t-category-theory
new-contributor
|
66/8 |
Mathlib/CategoryTheory/EssentiallySmall.lean,Mathlib/CategoryTheory/Skeletal.lean |
2 |
36 |
['Zeta-Wu', 'github-actions', 'joelriou', 'robin-carlier'] |
joelriou assignee:joelriou |
0-33976 9 hours ago |
0-35314 9 hours ago |
51-70892 51 days |
0 |
| 44850 |
mcdoll author:mcdoll |
feat(Analysis/LocallyConvex): asymptotics for LCTVS and normed spaces |
Two simple lemmas for asymptotics
---
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|
t-analysis |
68/14 |
Mathlib/Analysis/Asymptotics/Arith.lean,Mathlib/Analysis/Asymptotics/Lemmas.lean,Mathlib/Analysis/Asymptotics/Theta.lean,Mathlib/Analysis/Complex/ValueDistribution/FirstMainTheorem.lean,Mathlib/Analysis/LocallyConvex/Asymptotics.lean,Mathlib/Analysis/Polynomial/Basic.lean,Mathlib/Analysis/SpecialFunctions/Log/Base.lean,Mathlib/Analysis/SpecialFunctions/Pow/Deriv.lean |
8 |
1 |
['github-actions'] |
nobody |
0-31388 8 hours ago |
0-32456 8 hours ago |
0-33710 9 hours |
0 |
| 44801 |
keithadler author:keithadler |
chore(LinearAlgebra/RootSystem/WeylGroup): prove the three range lemmas from one |
`range_weylGroup_weightHom`, `range_weylGroup_coweightHom` and `range_weylGroupToPerm` each proved the same fact with their own ~20-line `Subgroup.closure_induction''` argument, differing only in the homomorphism and the simp lemma. This adds `range_weylGroup_domRestrict`, which says the image of the Weyl group under any homomorphism sending each reflection `i` to `g i` is `Subgroup.closure (range g)`, and proves the three from it. Their statements are unchanged and nothing else in Mathlib uses them. The file is 56 lines shorter, and `set_option backward.isDefEq.respectTransparency false` is no longer needed.
--------
The module builds and `lake exe runLinter` passes on it.
Found with [Lean Studio](https://github.com/keithadler/leanstudio)'s Find Similar Proofs. Prepared with AI assistance (Claude); I checked the change and the build.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
tech debt
t-algebra
LLM-generated
new-contributor
label:t-algebra$ |
17/72 |
Mathlib/LinearAlgebra/RootSystem/WeylGroup.lean |
1 |
16 |
['Hagb', 'github-actions', 'grunweg', 'keithadler', 'themathqueen'] |
nobody |
0-27607 7 hours ago |
0-72294 19 hours ago |
1-7178 1 day |
0 |
| 44363 |
Parcly-Taxel author:Parcly-Taxel |
chore(Order): remove some `set_option`s |
* Remove `set_option`s from `Order.Nucleus` and `Order.OmegaCompletePartialOrder`.
* Remove `unusedVariables` options from all files in `Order` that have them. |
tech debt
t-order
|
77/103 |
Mathlib/Order/Booleanisation.lean,Mathlib/Order/Closure.lean,Mathlib/Order/LiminfLimsup.lean,Mathlib/Order/Nucleus.lean,Mathlib/Order/OmegaCompletePartialOrder.lean,Mathlib/Order/OrderDual.lean,Mathlib/Order/Sum/Lattice.lean |
7 |
2 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
0-26835 7 hours ago |
0-30304 8 hours ago |
13-81983 13 days |
0 |
| 39347 |
Sfgangloff author:Sfgangloff |
feat(SymbolicDynamics): refactor of Pattern and shift-invariance of shape languages for subshifts |
## Summary
This PR refactors Pattern.mulShift in Mathlib/Dynamics/SymbolicDynamics/Basic.lean and uses the cleaner definition to prove shift-invariance of the language of a subshift on a finite shape.
## Changes
Pattern.mulShift now returns a Pattern instead of a configuration (more natural).
- Old type: Pattern.mulShift : Pattern A G → G → (G → A)
- New type: Pattern.mulShift : Pattern A G → G → Pattern A G
- The result carries its support (p.support.image (v * ·)) and the
default-outside-support proof, so callers don't have to re-derive them.
The [IsLeftCancelMul G] hypothesis is moved to the lemmas that actually use it.
- The definition Pattern.mulShift itself no longer needs left-cancellation (it only
chooses a preimage noncomputably).
- The hypothesis is now stated on mulShift_config_apply_mul_left_of_mem and
mulOccursInAt_eq_cylinder directly, instead of being a section-level variable.
Renames following the type change.
- mulShift_apply_mul_left_of_mem → mulShift_config_apply_mul_left_of_mem (because we
now write (p.mulShift v).config instead of p.mulShift v).
New @[simp] and @[ext] lemmas for Pattern.
- Pattern.ext: two patterns are equal iff their supports agree and their
configurations agree on the support.
- Pattern.mulShift_support: the support of p.mulShift v is p.support.image (v * ·).
- Pattern.fromConfig_support: the support of fromConfig x U is U.
- Pattern.fromConfig_config_of_mem: on its support, fromConfig x U agrees with x.
New lemma Pattern.fromConfig_mulShift.
For a left inverse g' * g = 1, shifting the pattern fromConfig x U by g equals
fromConfig (mulShift g' x) (U.image (g * ·)).
New theorem MulSubshift.languageOn_image_mulShift.
For a subshift Y and elements g, g' with g * g' = 1 and g' * g = 1:
(fun p => p.mulShift g) '' Y.languageOn U = Y.languageOn (U.image (g * ·))
i.e. the language on the translated shape is exactly the image of the language on U
under the pattern-shift map. This gives a bijection between Y.languageOn U and
Y.languageOn (U.image (g * ·)), with inverse p ↦ p.mulShift g'. Stated for
left-cancellative monoids with an invertible element.
Updated docstrings for Pattern.mulShift and the renamed lemma to reflect the
bundled-Pattern return type and clarify which results need [IsLeftCancelMul G]. |
t-dynamics
new-contributor
|
144/47 |
Mathlib/Dynamics/SymbolicDynamics/Basic.lean |
1 |
13 |
['Sfgangloff', 'github-actions', 'mathlib-merge-conflicts', 'sgouezel'] |
urkud assignee:urkud |
0-22722 6 hours ago |
0-23328 6 hours ago |
60-60514 60 days |
0 |
| 44744 |
vihdzp author:vihdzp |
chore(Algebra/MvPolynomial/Division): change local notation `%ᵐᵒⁿᵒᵐⁱᵃˡ` → `%ᵐ` |
The old notation could not have possibly been more convenient to type than the function it was abbreviating.
---
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t-algebra
easy
maintainer-merge
label:t-algebra$ |
30/30 |
Mathlib/Algebra/MvPolynomial/Division.lean |
1 |
6 |
['Ruben-VandeVelde', 'eric-wieser', 'github-actions', 'plp127', 'vihdzp'] |
nobody |
0-20084 5 hours ago |
3-31655 3 days ago |
3-31320 3 days |
0 |
| 44798 |
3y3y3y-huaiji author:3y3y3y-huaiji |
style(Order/Heyting): rename inf_himp to inf_himp_self |
Rename `inf_himp` to `inf_himp_self` to align with its dual `sup_sdiff_self` and companion lemma `himp_inf_self`, resolving an in-code TODO. Add a deprecated alias `inf_himp`.
---
> [!NOTE]
> **LLM Disclosure / AI Use**: This PR was prepared with the assistance of an LLM (`LLM-generated`). All proofs and statements have been formally verified by Lean 4 and checked with linters.
|
t-order
LLM-generated
new-contributor
|
5/4 |
Mathlib/Order/Heyting/Basic.lean |
1 |
3 |
['3y3y3y-huaiji', 'github-actions', 'plp127', 'vihdzp'] |
nobody |
0-19566 5 hours ago |
1-71457 1 day ago |
1-71122 1 day |
0 |
| 41095 |
felixpernegger author:felixpernegger |
chore(Data/Vector/Basic): remove defeq abuse |
This PR fixes* defeq abuse in Vector/Basic mainly by rewriting certain terms more carefully (i.e. first unfolding definition).
*All but one of the original fixes now happened automatically in #41136 (automatically), but probably my versions of the proof are still cleaner over all.
The one still saved set_option comes from replacing Subtype.mk_eq_mk with congr for a messy subtype.
---
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|
t-data
tech debt
|
20/22 |
Mathlib/Data/Vector/Basic.lean,Mathlib/Data/Vector/Mem.lean |
2 |
15 |
['felixpernegger', 'github-actions', 'j-loreaux', 'jkandel1', 'joneugster', 'leanprover-radar', 'mathlib-bors', 'riccardobrasca'] |
joneugster assignee:joneugster |
0-19455 5 hours ago |
0-22035 6 hours ago |
13-42405 13 days |
0 |
| 44751 |
mortarsanjaya author:mortarsanjaya |
feat(Algebra/CharP/Two): add basic lemmas |
This PR builds the `CharTwo` API by adding more basic lemmas.
---
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Maybe some of these lemmas can be tagged `simp`? |
t-algebra
maintainer-merge
label:t-algebra$ |
8/2 |
Mathlib/Algebra/CharP/Two.lean |
1 |
4 |
['Ruben-VandeVelde', 'github-actions', 'mortarsanjaya', 'themathqueen'] |
nobody |
0-17911 4 hours ago |
0-67574 18 hours ago |
3-12000 3 days |
0 |
| 44687 |
D-Thomine author:D-Thomine |
chore(UniformIntegrable): rename `UnifIntegrable.mk_iff` |
Rename `UnifIntegrable.mk_iff` in `unifIntegrable_mk_iff`, since the lemma does not benefit from the dot notation.
PR extracted from https://github.com/leanprover-community/mathlib4/pull/42993, which I intend to cut in more manageable chunks.
---
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|
easy
t-measure-probability
maintainer-merge
|
8/6 |
Mathlib/MeasureTheory/Function/UniformIntegrable.lean |
1 |
7 |
['D-Thomine', 'eric-wieser', 'github-actions', 'grunweg', 'mathlib-merge-conflicts'] |
nobody |
0-17350 4 hours ago |
0-17899 4 hours ago |
3-45266 3 days |
0 |
| 44853 |
dkaysin author:dkaysin |
feat(Geometry/Group): relate the word metric to the Cayley graph distance |
This PR constructs the Cayley graph (realized as a `SimpleGraph`) for a group `G` with respect to a generating family `P : Group.Generators G ι`, implements the link between walks in the Cayley graph and words, and establishes equivalence of the word metric and the distance on the Cayley graph.
---
Resolves TODO from [#43118](https://github.com/leanprover-community/mathlib4/pull/43118).
Implementation details:
* `SimpleGraph` was chosen vs `Quiver/Schreier` because it has a more comprehensive API at the moment. More context: [Zulip thread](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Relate.20the.20word.20metric.20to.20the.20distance.20in.20the.20Cayley.20graph/with/631376709).
* To accommodate possible future implementation for `Quiver/Schreier`, I've included "Simple" in the names of definitions and theorems (e.g., `cayleySimpleGraph`).
* Because simple graph has no loops, in several places we have to check that a letter/generator is not trivial.
Use of AI: I used Claude Opus 5.5 to help me with gathering context, designing API and implementation of several proofs.
* I used AI to brainstorm and compare API design ideas based on the context from previous Zulip threads and existing repo code.
* I used AI for suggesting parts of the proofs for `exists_walk_of_word` and `exists_word_of_walk` lemmas.
* I used AI for checking docstrings for consistency.
All AI-generated content was reviewed and edited by me.
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|
t-geometric-group-theory
new-contributor
|
155/3 |
Mathlib.lean,Mathlib/Geometry/Group/CayleySimpleGraph.lean,Mathlib/Geometry/Group/README.md,Mathlib/Geometry/Group/WordMetric.lean |
4 |
2 |
['github-actions'] |
nobody |
0-15784 4 hours ago |
0-17564 4 hours ago |
0-17229 4 hours |
0 |
| 40953 |
ymonbru author:ymonbru |
feat: the definition of a KSheaf on a T2 Space |
This files adds the definition of a KSheaf on a T2 space with value in an arbitrary category.
One may expect this notion to come from sheaves on a site of compact subset of a topological space but there is no coresponding Grothendieck topology on compact subsets. In particular, this is because one of the axioms is in the form of a colimit and can't be expressed as a limit condition (hence a sheaf condition).
It also adds API that allow to use the axioms in a convenient way.
---
- [x] depends on: #40737
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[](https://gitpod.io/from-referrer/)
|
new-contributor
t-topology
|
137/0 |
Mathlib.lean,Mathlib/Topology/Sheaves/KSheaf.lean |
2 |
26 |
['Multramate', 'github-actions', 'joelriou', 'mathlib-dependent-issues', 'ymonbru'] |
joelriou assignee:joelriou |
0-15552 4 hours ago |
18-58857 18 days ago |
100-9602 100 days |
1 |
| 43577 |
javgomzar author:javgomzar |
chore(Order/BooleanAlgebra): Add push tags |
Add push tags to some lemmas in Mathlib/Order/BooleanAlgebra/Set.lean
---
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[](https://gitpod.io/from-referrer/)
|
t-order
new-contributor
|
19/4 |
Mathlib/Order/BooleanAlgebra/Set.lean |
1 |
4 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
0-15344 4 hours ago |
0-17879 4 hours ago |
35-72599 35 days |
0 |
| 44856 |
ocfnash author:ocfnash |
feat: add `wanted` statements about Cartan matrices |
Moreover Mathlib knows enough about Lie algebras and root systems, that closing these `sorry`s would allow us to prove the classification of semisimple Lie algebras. |
|
47/0 |
Wanted.lean,Wanted/LinearAlgebra/Matrix/Cartan/Basic.lean |
2 |
1 |
['github-actions'] |
nobody |
0-14659 4 hours ago |
0-15222 4 hours ago |
0-14991 4 hours |
0 |
| 44793 |
vihdzp author:vihdzp |
feat: every element is between two others in a club set |
As well as further lemmas about normal functions and club sets.
Used in the CGT repo.
---
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|
t-order
maintainer-merge
|
82/30 |
Mathlib/Order/Cofinal.lean,Mathlib/Order/IsNormal.lean,Mathlib/Order/WellFounded.lean,Mathlib/SetTheory/Cardinal/Cofinality/Club.lean,Mathlib/SetTheory/Cardinal/Cofinality/Enum.lean |
5 |
8 |
['YaelDillies', 'chenson2018', 'github-actions', 'vihdzp'] |
nobody |
0-14189 3 hours ago |
0-39493 10 hours ago |
1-25118 1 day |
0 |
| 44851 |
LastFirst0 author:LastFirst0 |
fix(GroupTheory/Coxeter/Matrix): coxeterMatrix.D is not of type D |
# fix(GroupTheory/Coxeter/Matrix): `CoxeterMatrix.Dₙ` is not of type D
*Draft pull request for Mathlib (targets T1.4 / T1.10). Prepared against Mathlib commit
`8f9d9cff6bd728b17a24e163c9402775d9e6a365` (the commit pinned by this project). It has **not**
been submitted: before opening it, check that current Mathlib `master` still has the old
definition, then rebase the patch.*
## The bug
```lean
def Dₙ : CoxeterMatrix (Fin n) where
M := Matrix.of fun i j : Fin n ↦
if i = j then 1
else (if i = n - 1 ∧ j = n - 3 ∨ j = n - 1 ∧ i = n - 3 then 3
else (if (j : ℕ) + 1 = i ∨ (i : ℕ) + 1 = j then 3 else 2))
```
The second clause joins **every** pair of consecutive indices, including `n - 2` and `n - 1`. The
first clause also joins `n - 1` to `n - 3`. So for every `n ≥ 3` the nodes `n - 3`, `n - 2` and
`n - 1` are pairwise joined. That triangle cannot occur in a finite Coxeter diagram. For `n = 3` the
matrix is the affine type `Ã₂`, not `A₃`, and for `n ≥ 4` it is not `Dₙ`.
The current definition also disagrees with Mathlib's own `CartanMatrix.D n`
(`Mathlib/Data/Matrix/Cartan.lean`). In that matrix the entry at `(n - 2, n - 1)` is `0`.
Lean checks (in this repository, `QBX/Formal/Streams/CoxeterDFix.lean`, standard axioms only):
* `mathlib_Dₙ_has_triangle (k : ℕ)`: in `CoxeterMatrix.Dₙ (k + 3)` the entries at `(k, k+1)`,
`(k+1, k+2)` and `(k, k+2)` all equal `3`;
* `mathlib_Dₙ_ne_cartan (k : ℕ)`: `CoxeterMatrix.Dₙ (k+3)` has `3` at `(k+1, k+2)`, but
`CartanMatrix.D (k+3)` has `0` there.
## The fix
The fix uses the labelling of `CartanMatrix.D`: a chain `0 — ⋯ — (n - 3)`, with `n - 2` and
`n - 1` both joined to `n - 3`. The "consecutive" clause is limited to indices `≤ n - 3`. The fork
clause is stated on natural numbers, so it never relies on truncated subtraction for small `n`. The
`isSymm` and `off_diagonal` proofs change from `aesop` to `split_ifs; omega`, because `aesop` does
not close the new symmetry goal. The diagram in the docstring is redrawn to match the labelling.
See `Matrix.lean.patch`.
The patched `Mathlib/GroupTheory/Coxeter/Matrix.lean` compiles stand-alone at the pinned commit. No
other Mathlib file uses the entries of `CoxeterMatrix.Dₙ`: a search of the pinned tree finds it
only in this file and its module docstring.
## Evidence that the new definition is right
These are proved in `QBX/Formal/Streams/CoxeterDFix.lean` for a copy `DₙFixed` of the new
definition, **for every `n`**:
* `DₙFixed_eq_three_iff_cartan`, `DₙFixed_eq_two_iff_cartan`: for `i ≠ j`, the entry
`DₙFixed n i j` is `3` exactly when `CartanMatrix.D n i j = -1`, and `2` exactly when the Cartan
entry is `0`. So the Coxeter matrix is the one read off Mathlib's Cartan matrix of type D.
* `DₙFixed_eq_coxDn`: `DₙFixed n` equals the project's independently written `coxDn n`. The
project's results for `Dₙ` and every `n` are proved for `coxDn n`. These include `cʰ = Δ²`, that
`Δ` is central iff `n` is even, and that every generator divides `Δ` (`ArtinDn.lean`,
`ArtinDnTwist.lean`, `ArtinDivisors.lean`). By this equation they hold for `DₙFixed n`.
* Regression examples: `DₙFixed 4 = coxD4` (centre `1`). For `DₙFixed 5`, the entries at
`(2,3)` and `(2,4)` are `3`, and the entry at `(3,4)` is `2`, so there is no triangle.
## Suggested test (for `MathlibTest/`)
```lean
import Mathlib.GroupTheory.Coxeter.Matrix
open CoxeterMatrix
-- D₄: centre 1, leaves 0, 2, 3
example : Dₙ 4 1 2 = 3 ∧ Dₙ 4 1 3 = 3 ∧ Dₙ 4 2 3 = 2 ∧ Dₙ 4 0 1 = 3 := by decide
-- D₅: no triangle on 2, 3, 4
example : Dₙ 5 2 3 = 3 ∧ Dₙ 5 2 4 = 3 ∧ Dₙ 5 3 4 = 2 := by decide
-- D₃ = A₃
example : Dₙ 3 0 1 = 3 ∧ Dₙ 3 0 2 = 3 ∧ Dₙ 3 1 2 = 2 := by decide
```
|
t-group-theory
new-contributor
LLM-generated
|
51/9 |
Mathlib/GroupTheory/Coxeter/Matrix.lean,MathlibTest/CoxeterMatrixD.lean |
2 |
3 |
['github-actions'] |
nobody |
0-14063 3 hours ago |
0-43610 12 hours ago |
0-43408 12 hours |
0 |
| 44858 |
vihdzp author:vihdzp |
feat: connect regular cardinal orders to regular cardinals |
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|
t-set-theory |
10/0 |
Mathlib/SetTheory/Cardinal/Regular.lean |
1 |
1 |
['github-actions'] |
nobody |
0-13608 3 hours ago |
0-14885 4 hours ago |
0-14550 4 hours |
0 |
| 44855 |
vihdzp author:vihdzp |
feat: link `Order.enum` to `Subtype.orderIsoOfNat` |
---
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|
t-set-theory
large-import
|
15/3 |
Mathlib/SetTheory/Cardinal/Aleph.lean,Mathlib/SetTheory/Cardinal/Cofinality/Enum.lean |
2 |
2 |
['github-actions', 'vihdzp'] |
nobody |
0-12123 3 hours ago |
0-14789 4 hours ago |
0-15103 4 hours |
0 |
| 44854 |
vihdzp author:vihdzp |
feat: generalize `not_strictAnti_of_wellFoundedLT` |
We prove versions where the domain is any ordered type without maximums/minimums.
---
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|
t-order
maintainer-merge
|
13/8 |
Mathlib/Order/OrderIsoNat.lean |
1 |
9 |
['SnirBroshi', 'github-actions', 'vihdzp'] |
nobody |
0-10734 2 hours ago |
0-17307 4 hours ago |
0-17078 4 hours |
0 |
| 44861 |
vihdzp author:vihdzp |
chore(SetTheory/Ordinal/FundamentalSequence): remove `backward.isDefEq.respectTransparency` |
---
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|
t-set-theory
tech debt
easy
maintainer-merge
|
4/4 |
Mathlib/SetTheory/Ordinal/FundamentalSequence.lean |
1 |
5 |
['SnirBroshi', 'github-actions', 'grunweg', 'vihdzp'] |
nobody |
0-9953 2 hours ago |
0-13387 3 hours ago |
0-13052 3 hours |
0 |
| 44661 |
jessealama author:jessealama |
feat(Data/List): add `List.IsChain.iterate` and `List.getLast_iterate` |
Add two basic lemmas about `List.iterate`:
- `List.IsChain.iterate`: if `r a (f a)` holds for every `a`, then `List.iterate f a n` is an `r`-chain.
- `List.getLast_iterate` (`@[simp]`): the last element of a nonempty `List.iterate f a n` is `f^[n - 1] a`, complementing the existing `getElem_iterate`.
---
Both were originally part of #36376 (where @YaelDillies suggested their current form), but are no longer needed there, so they are proposed separately here.
|
t-data
maintainer-merge
|
12/0 |
Mathlib/Data/List/Chain.lean,Mathlib/Data/List/Iterate.lean |
2 |
9 |
['Rida-Hamadani', 'YaelDillies', 'github-actions', 'jessealama'] |
nobody |
0-8747 2 hours ago |
0-11033 2 hours ago |
1-31002 1 day |
0 |
| 44859 |
vihdzp author:vihdzp |
chore(SetTheory/Cardinal/Aleph): fix some theorem names |
The preferred form for `succ x` over the ordinals is `x + 1`.
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|
t-set-theory
maintainer-merge
|
13/7 |
Mathlib/SetTheory/Cardinal/Aleph.lean,Mathlib/SetTheory/Cardinal/Continuum.lean |
2 |
2 |
['YaelDillies', 'github-actions'] |
nobody |
0-8270 2 hours ago |
0-14307 3 hours ago |
0-13972 3 hours |
0 |
| 36239 |
plp127 author:plp127 |
feat(FieldTheory/KrullTopology): define uniform group structure on galois group |
Endow the galois group of a field extension `Gal(L/K)` with the structure of a uniform group. Use this to prove some properties of the galois group earlier, for example, that the galois group is compact is immediate, and in more generality than the version proved in `FieldTheory/Galois/Profinite`. Deprecate some material which used to be used to define the krull topology, but is now unused since the krull topology comes out of the uniform structure.
---
- [x] depends on: #39759
- [x] depends on: #42152
- [x] depends on: #42154
- [x] depends on: #42141
- [x] depends on: #42117
- [x] depends on: #42163
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|
t-algebra
tech debt
increases-technical-debt
label:t-algebra$ |
474/221 |
Mathlib/FieldTheory/AbsoluteGaloisGroup.lean,Mathlib/FieldTheory/Galois/Infinite.lean,Mathlib/FieldTheory/Galois/Profinite.lean,Mathlib/FieldTheory/KrullTopology.lean,Mathlib/NumberTheory/Cyclotomic/CyclotomicCharacter.lean |
5 |
45 |
['acmepjz', 'dagurtomas', 'github-actions', 'mathlib-bors', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'plp127', 'vihdzp'] |
mattrobball assignee:mattrobball |
0-8209 2 hours ago |
0-74786 20 hours ago |
73-60313 73 days |
0 |
| 44794 |
jsm28 author:jsm28 |
feat(Geometry/Euclidean/Incenter/SouthPole): south / north pole of a simplex |
Add definitions and basic API for the second intersection with the circumsphere of a simplex of a line through a vertex and the incenter or an excenter. These were suggested by two different reviewers in #32294; the reference is one Yaël gave there.
Note: I don't know if this is useful / has any interesting properties beyond two dimensions, but the basic API works just fine for a general simplex.
---
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|
t-euclidean-geometry
maintainer-merge
|
238/0 |
Mathlib.lean,Mathlib/Geometry/Euclidean/Incenter/SouthPole.lean |
2 |
8 |
['YaelDillies', 'github-actions', 'jsm28'] |
nobody |
0-8105 2 hours ago |
0-49188 13 hours ago |
1-46100 1 day |
0 |
| 36428 |
wrenna-robson author:wrenna-robson |
feat(Logic/Equiv/Fin): Streamline equiv definitions using mkDivMod |
This PR uses Fin.mkDivMod to streamline the related equivalence and introduces Nat.mkDivMod to a similar end.
---
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|
t-data |
67/70 |
Mathlib/Analysis/SpecialFunctions/Complex/Arctan.lean,Mathlib/Analysis/SpecialFunctions/Trigonometric/Series.lean,Mathlib/Data/Nat/Init.lean,Mathlib/Logic/Equiv/Fin/Basic.lean,Mathlib/NumberTheory/Height/MvPolynomial.lean,Mathlib/Order/Partition/Equipartition.lean |
6 |
7 |
['JovanGerb', 'github-actions', 'mathlib-merge-conflicts', 'wrenna-robson'] |
eric-wieser assignee:eric-wieser |
0-7281 2 hours ago |
0-9872 2 hours ago |
104-69391 104 days |
0 |
| 44860 |
grunweg author:grunweg |
style: add missing newline between imports and module doc-string |
---
~~This is mandated by the new import style guide at https://github.com/leanprover-community/mathlib-landing/pull/13.~~ Actually, I'm not sure if this is true right now. But I think it should be true. Started a discussion in the reviewers stream.
---
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|
|
183/0 |
Mathlib/Algebra/BigOperators/Group/Finset/Gaps.lean,Mathlib/Algebra/Category/Grp/Colimits.lean,Mathlib/Algebra/Category/ModuleCat/AB.lean,Mathlib/Algebra/Group/Invertible/Basic.lean,Mathlib/Algebra/Homology/SingleHomology.lean,Mathlib/Algebra/NonAssoc/LieAdmissible/Defs.lean,Mathlib/Algebra/NonAssoc/PreLie/Basic.lean,Mathlib/Algebra/Order/GroupWithZero/WithZero.lean,Mathlib/Algebra/Order/Hom/Monoid.lean,Mathlib/Algebra/Order/PUnit.lean,Mathlib/Algebra/Order/Sub/Basic.lean,Mathlib/Algebra/Order/Sub/Unbundled/Hom.lean,Mathlib/Algebra/Polynomial/Derivation.lean,Mathlib/Algebra/Polynomial/OfFn.lean,Mathlib/Algebra/SkewMonoidAlgebra/Single.lean,Mathlib/Algebra/SkewPolynomial/Basic.lean,Mathlib/Algebra/Star/MonoidHom.lean,Mathlib/AlgebraicGeometry/Birational/Dominant.lean,Mathlib/AlgebraicGeometry/Birational/RationalMap.lean,Mathlib/AlgebraicTopology/SimplexCategory/GeneratorsRelations/Basic.lean,Mathlib/AlgebraicTopology/SimplexCategory/GeneratorsRelations/EpiMono.lean,Mathlib/AlgebraicTopology/SimplexCategory/GeneratorsRelations/NormalForms.lean,Mathlib/AlgebraicTopology/SimplicialNerve.lean,Mathlib/Analysis/BoxIntegral/Box/Basic.lean,Mathlib/Analysis/CStarAlgebra/Unitization.lean,Mathlib/Analysis/Calculus/Deriv/AffineMap.lean,Mathlib/Analysis/Calculus/Deriv/MeanValue.lean,Mathlib/Analysis/Complex/Tietze.lean,Mathlib/Analysis/Convex/GaugeRescale.lean,Mathlib/Analysis/InnerProductSpace/Affine.lean,Mathlib/Analysis/LocallyConvex/Basic.lean,Mathlib/Analysis/LocallyConvex/Montel.lean,Mathlib/Analysis/Normed/Operator/Asymptotics.lean,Mathlib/CategoryTheory/Abelian/GrothendieckAxioms/Basic.lean,Mathlib/CategoryTheory/Abelian/GrothendieckAxioms/FunctorCategory.lean,Mathlib/CategoryTheory/Adjunction/Restrict.lean,Mathlib/CategoryTheory/Adjunction/Triple.lean,Mathlib/CategoryTheory/Adjunction/Unique.lean,Mathlib/CategoryTheory/ConcreteCategory/Forget.lean,Mathlib/CategoryTheory/EffectiveEpi/Basic.lean,Mathlib/CategoryTheory/EffectiveEpi/Comp.lean,Mathlib/CategoryTheory/EffectiveEpi/Coproduct.lean,Mathlib/CategoryTheory/EffectiveEpi/Enough.lean,Mathlib/CategoryTheory/EffectiveEpi/Extensive.lean,Mathlib/CategoryTheory/EffectiveEpi/Preserves.lean,Mathlib/CategoryTheory/Equivalence.lean,Mathlib/CategoryTheory/Functor/Flat.lean,Mathlib/CategoryTheory/Functor/Quadrifunctor.lean,Mathlib/CategoryTheory/Functor/Trifunctor.lean,Mathlib/CategoryTheory/GradedObject/Bifunctor.lean,Mathlib/CategoryTheory/GradedObject/Braiding.lean,Mathlib/CategoryTheory/GradedObject/Trifunctor.lean,Mathlib/CategoryTheory/GradedObject/Unitor.lean,Mathlib/CategoryTheory/Groupoid/Discrete.lean,Mathlib/CategoryTheory/Limits/Final/ParallelPair.lean,Mathlib/CategoryTheory/Limits/Shapes/Countable.lean,Mathlib/CategoryTheory/Limits/Shapes/PiProd.lean,Mathlib/CategoryTheory/Limits/Shapes/SequentialProduct.lean,Mathlib/CategoryTheory/Limits/Sifted.lean,Mathlib/CategoryTheory/Monoidal/Braided/Reflection.lean,Mathlib/CategoryTheory/Monoidal/Cartesian/Cat.lean,Mathlib/CategoryTheory/Monoidal/Closed/FunctorCategory/Complete.lean,Mathlib/CategoryTheory/Monoidal/Multifunctor.lean,Mathlib/CategoryTheory/MorphismProperty/TransfiniteComposition.lean,Mathlib/CategoryTheory/Preadditive/OfBiproducts.lean,Mathlib/CategoryTheory/Sites/CartesianClosed.lean,Mathlib/CategoryTheory/Sites/Coherent/Basic.lean,Mathlib/CategoryTheory/Sites/Coherent/CoherentSheaves.lean,Mathlib/CategoryTheory/Sites/Coherent/Comparison.lean,Mathlib/CategoryTheory/Sites/Coherent/Equivalence.lean,Mathlib/CategoryTheory/Sites/Coherent/ExtensiveColimits.lean,Mathlib/CategoryTheory/Sites/Coherent/ExtensiveSheaves.lean,Mathlib/CategoryTheory/Sites/Coherent/LocallySurjective.lean,Mathlib/CategoryTheory/Sites/Coherent/ReflectsPrecoherent.lean,Mathlib/CategoryTheory/Sites/Coherent/ReflectsPreregular.lean,Mathlib/CategoryTheory/Sites/Coherent/RegularSheaves.lean,Mathlib/CategoryTheory/Sites/Coherent/RegularTopology.lean,Mathlib/CategoryTheory/Sites/Coherent/SequentialLimit.lean,Mathlib/CategoryTheory/Sites/Coherent/SheafComparison.lean,Mathlib/CategoryTheory/Sites/ConstantSheaf.lean,Mathlib/CategoryTheory/Sites/CoverPreserving.lean,Mathlib/CategoryTheory/Sites/LocallySurjective.lean,Mathlib/CategoryTheory/Sites/PreservesLocallyBijective.lean,Mathlib/CategoryTheory/Sites/Sheafification.lean,Mathlib/CategoryTheory/Sites/Subcanonical.lean,Mathlib/Combinatorics/SimpleGraph/FiveWheelLike.lean,Mathlib/Condensed/AB.lean,Mathlib/Condensed/CartesianClosed.lean,Mathlib/Condensed/Discrete/Basic.lean,Mathlib/Condensed/Discrete/Characterization.lean,Mathlib/Condensed/Discrete/LocallyConstant.lean,Mathlib/Condensed/Discrete/Module.lean,Mathlib/Condensed/Epi.lean,Mathlib/Condensed/Equivalence.lean,Mathlib/Condensed/Explicit.lean,Mathlib/Condensed/Light/Basic.lean,Mathlib/Condensed/Light/Epi.lean,Mathlib/Condensed/Light/Explicit.lean,Mathlib/Condensed/Light/InternallyProjective.lean,Mathlib/Condensed/Light/Limits.lean |
183 |
3 |
['adomani', 'github-actions', 'grunweg'] |
nobody |
0-6311 1 hour ago |
0-10031 2 hours ago |
0-10947 3 hours |
0 |
| 28013 |
astrainfinita author:astrainfinita |
feat: Lindemann-Weierstrass Theorem |
This PR continues the work from #6718.
--------
- [x] depends on: #18693
- [x] depends on: #29121
- [x] depends on: #36762
- [x] depends on: #37797
- [x] depends on: #37811
- [x] depends on: #39237
- [x] depends on: #39238
- [x] depends on: #42864
- [x] depends on: #43091
- [x] depends on: #43092
- [x] depends on: #43093
- [x] depends on: #43501
- [x] depends on: #43515 |
t-number-theory
large-import
|
650/2 |
Mathlib.lean,Mathlib/Algebra/MonoidAlgebra/Basic.lean,Mathlib/Data/Finsupp/Quotient.lean,Mathlib/NumberTheory/Transcendental/Lindemann/AlgebraicPart.lean,Mathlib/NumberTheory/Transcendental/Lindemann/Basic.lean,Mathlib/RingTheory/IntegralClosure/IsIntegralClosure/Basic.lean,docs/100.yaml,docs/1000.yaml |
8 |
87 |
['astrainfinita', 'github-actions', 'grunweg', 'j-loreaux', 'jcommelin', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'mathlib-splicebot', 'mathlib4-merge-conflict-bot', 'ocfnash'] |
MichaelStollBayreuth assignee:MichaelStollBayreuth |
0-5853 1 hour ago |
0-66834 18 hours ago |
34-74495 34 days |
0 |
| 44863 |
justus-springer author:justus-springer |
refactor(Analysis/Convex/Caratheodory): refactor Caratheodory's theorem using strong induction |
`convexHull_eq_union` (Caratheodory's theorem) was proved using `Caratheodory.minCardFinsetOfMemConvexHull`, a chosen finest of minimal cardinality whose convex hull contains `x`. I replace this with a direct proof using `Finset.strongInduction`. This makes `Caratheodory.minCardFinsetOfMemConvexHull` no longer necessary, hence it can become deprecated.
This does lose the functionality of getting a finest of minimal cardinality, but I don't think that should be needed anyway. The important point of the Caratheodory's theorem is that there exists an affinely independent subset.
---
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|
t-analysis |
55/46 |
Mathlib/Analysis/Convex/Caratheodory.lean |
1 |
1 |
['github-actions'] |
nobody |
0-5409 1 hour ago |
0-6080 1 hour ago |
0-5745 1 hour |
0 |
| 33077 |
YaelDillies author:YaelDillies |
feat(Basic/Rel): balls |
Define `SetRel.ball` and redefine `UniformSpace.ball` in terms of it. Note that `SetRel.ball` is a left-ball while `UniformSpace.ball` is a right-ball.
---
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t-data |
68/35 |
Mathlib/Basic/Rel.lean,Mathlib/Basic/Rel/Cover.lean,Mathlib/Dynamics/TopologicalEntropy/CoverEntropy.lean,Mathlib/Dynamics/TopologicalEntropy/DynamicalEntourage.lean,Mathlib/Dynamics/TopologicalEntropy/NetEntropy.lean,Mathlib/Topology/Algebra/Module/LocallyConvex.lean,Mathlib/Topology/EMetricSpace/Basic.lean,Mathlib/Topology/MetricSpace/Pseudo/Lemmas.lean,Mathlib/Topology/Metrizable/Basic.lean,Mathlib/Topology/UniformSpace/Basic.lean,Mathlib/Topology/UniformSpace/Defs.lean,Mathlib/Topology/UniformSpace/Uniformizable.lean |
12 |
18 |
['SnirBroshi', 'YaelDillies', 'eric-wieser', 'github-actions', 'j-loreaux', 'joneugster', 'mathlib-merge-conflicts'] |
nobody |
0-4826 1 hour ago |
0-7135 1 hour ago |
36-19410 36 days |
0 |
| 44348 |
YaelDillies author:YaelDillies |
chore: replace `exact_mod_cast` with `exact mod_cast` |
The two spellings are equivalent (precisely, `exact_mod_cast t` is defined as `exact mod_cast (t : _)`), but the latter spelling is more composable. For example, `by exact_mod_cast t` is equivalent to `by exact mod_cast t`, which itself simplifies (almost always) to `mod_cast t`. Perform the same change for `apply_mod_cast`.
[Zulip](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/exact_mod_cast.20vs.20exact.20mod_cast/with/631181742)
---
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|
237/238 |
Archive/Imo/Imo2024Q1.lean,Archive/Imo/Imo2024Q6.lean,Mathlib/Algebra/GroupWithZero/Action/Pointwise/Finset.lean,Mathlib/Algebra/Lie/Weights/RootSystem.lean,Mathlib/Algebra/Order/Archimedean/Real/Basic.lean,Mathlib/Algebra/Order/Floor/Defs.lean,Mathlib/Algebra/Squarefree/Basic.lean,Mathlib/AlgebraicGeometry/EllipticCurve/DivisionPolynomial/Degree.lean,Mathlib/AlgebraicGeometry/Properties.lean,Mathlib/Analysis/Analytic/Inverse.lean,Mathlib/Analysis/Asymptotics/LinearGrowth.lean,Mathlib/Analysis/Asymptotics/TVS.lean,Mathlib/Analysis/CStarAlgebra/Spectrum.lean,Mathlib/Analysis/Calculus/ContDiff/Bounds.lean,Mathlib/Analysis/Calculus/ContDiff/Comp.lean,Mathlib/Analysis/Calculus/ContDiff/Defs.lean,Mathlib/Analysis/Calculus/ContDiff/FaaDiBruno.lean,Mathlib/Analysis/Complex/Exponential.lean,Mathlib/Analysis/Complex/ExponentialBounds.lean,Mathlib/Analysis/Complex/IntegerCompl.lean,Mathlib/Analysis/Complex/Tietze.lean,Mathlib/Analysis/Complex/Trigonometric.lean,Mathlib/Analysis/Complex/UpperHalfPlane/Manifold.lean,Mathlib/Analysis/Complex/ValueDistribution/LogCounting/Basic.lean,Mathlib/Analysis/Convex/SpecificFunctions/Pow.lean,Mathlib/Analysis/FunctionalSpaces/SobolevInequality.lean,Mathlib/Analysis/InnerProductSpace/NormDet.lean,Mathlib/Analysis/InnerProductSpace/Positive.lean,Mathlib/Analysis/Matrix/Order.lean,Mathlib/Analysis/MeanInequalities.lean,Mathlib/Analysis/MeanInequalitiesPow.lean,Mathlib/Analysis/Meromorphic/Order.lean,Mathlib/Analysis/Normed/Algebra/Spectrum.lean,Mathlib/Analysis/Normed/Unbundled/SpectralNorm.lean,Mathlib/Analysis/Polynomial/MahlerMeasure.lean,Mathlib/Analysis/Real/Pi/Bounds.lean,Mathlib/Analysis/Real/Pi/Irrational.lean,Mathlib/Analysis/SpecialFunctions/ContinuousFunctionalCalculus/Rpow/Basic.lean,Mathlib/Analysis/SpecialFunctions/ContinuousFunctionalCalculus/Rpow/IntegralRepresentation.lean,Mathlib/Analysis/SpecialFunctions/Log/Sum.lean,Mathlib/Analysis/SpecialFunctions/Pow/Real.lean,Mathlib/Analysis/SpecialFunctions/Trigonometric/Complex.lean,Mathlib/Analysis/SumIntegralComparisons.lean,Mathlib/Basic/Real/ConjExponents.lean,Mathlib/Combinatorics/Additive/VerySmallDoubling.lean,Mathlib/Combinatorics/SimpleGraph/Extremal/ErdosStoneSimonovits.lean,Mathlib/Combinatorics/SimpleGraph/Prod.lean,Mathlib/Combinatorics/SimpleGraph/Regularity/Chunk.lean,Mathlib/Combinatorics/SimpleGraph/Regularity/Uniform.lean,Mathlib/Computability/AkraBazzi/AkraBazzi.lean,Mathlib/Computability/AkraBazzi/GrowsPolynomially.lean,Mathlib/Computability/AkraBazzi/SumTransform.lean,Mathlib/Data/EReal/Operations.lean,Mathlib/Data/Finset/Image.lean,Mathlib/Data/Int/CardIntervalMod.lean,Mathlib/Data/Int/Log.lean,Mathlib/Data/NNRat/Floor.lean,Mathlib/Data/Nat/Choose/Lucas.lean,Mathlib/Data/ZMod/Units.lean,Mathlib/Dynamics/TopologicalEntropy/CoverEntropy.lean,Mathlib/Geometry/Manifold/Riemannian/Basic.lean,Mathlib/GroupTheory/CosetCover.lean,Mathlib/GroupTheory/OreLocalization/Cardinality.lean,Mathlib/InformationTheory/Coding/Kraft.lean,Mathlib/InformationTheory/Coding/KraftMcMillan.lean,Mathlib/LinearAlgebra/Matrix/Echelon/Pivot.lean,Mathlib/LinearAlgebra/Reflection.lean,Mathlib/MeasureTheory/Function/LpSeminorm/CompareExp.lean,Mathlib/MeasureTheory/Function/LpSeminorm/Defs.lean,Mathlib/MeasureTheory/MeasurableSpace/Card.lean,Mathlib/MeasureTheory/Measure/FiniteMeasure.lean,Mathlib/MeasureTheory/VectorMeasure/WithDensityVec.lean,Mathlib/NumberTheory/ADEInequality.lean,Mathlib/NumberTheory/AbelSummation.lean,Mathlib/NumberTheory/Bernoulli.lean,Mathlib/NumberTheory/Bertrand.lean,Mathlib/NumberTheory/Chebyshev.lean,Mathlib/NumberTheory/Fermat.lean,Mathlib/NumberTheory/Harmonic/Bounds.lean,Mathlib/NumberTheory/Harmonic/GammaDeriv.lean,Mathlib/NumberTheory/Harmonic/ZetaAsymp.lean,Mathlib/NumberTheory/Height/MvPolynomial.lean,Mathlib/NumberTheory/Height/NumberField.lean,Mathlib/NumberTheory/LSeries/Convergence.lean,Mathlib/NumberTheory/LSeries/Dirichlet.lean,Mathlib/NumberTheory/LSeries/DirichletContinuation.lean,Mathlib/NumberTheory/LSeries/HurwitzZetaValues.lean,Mathlib/NumberTheory/LSeries/Positivity.lean,Mathlib/NumberTheory/ModularForms/EisensteinSeries/IsBoundedAtImInfty.lean,Mathlib/NumberTheory/ModularForms/EisensteinSeries/QExpansion.lean,Mathlib/NumberTheory/ModularForms/LFunction.lean,Mathlib/NumberTheory/ModularForms/LevelOne/DimensionFormula.lean,Mathlib/NumberTheory/Ostrowski.lean,Mathlib/NumberTheory/Padics/MahlerBasis.lean,Mathlib/NumberTheory/Padics/PadicNorm.lean,Mathlib/NumberTheory/Padics/RingHoms.lean,Mathlib/NumberTheory/Padics/WithVal.lean,Mathlib/NumberTheory/SumPrimeReciprocals.lean,Mathlib/NumberTheory/Transcendental/Liouville/LiouvilleWith.lean,Mathlib/Order/Height.lean |
126 |
5 |
['YaelDillies', 'github-actions', 'grunweg', 'mathlib-merge-conflicts'] |
nobody |
0-4596 1 hour ago |
0-6888 1 hour ago |
10-12301 10 days |
0 |
| 43916 |
qawbecrdtey author:qawbecrdtey |
feat(Data/Finsupp/Weight): add `degree_strictMono` |
---
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```lean
lemma degree_strictMono {R : Type*}
[AddCommMonoid R] [PartialOrder R] [CanonicallyOrderedAdd R] [AddRightStrictMono R] :
StrictMono (Finsupp.degree (σ := σ) (R := R))
``` |
t-data |
8/0 |
Mathlib/Data/Finsupp/Weight.lean |
1 |
8 |
['Ruben-VandeVelde', 'github-actions', 'qawbecrdtey', 'themathqueen'] |
nobody |
0-4318 1 hour ago |
2-47865 2 days ago |
23-10063 23 days |
1 |
| 44776 |
keithadler author:keithadler |
chore: use `Type*` in a few more places |
`Representation.norm_ofMulDistribMulAction_eq`, `Matrix.dualNumberEquiv` and `ValuativeRel.trivialRel` (with the lemmas about it) were stated for `Type`, although the definitions they use work in any universe. This uses `Type*`.
---
#44466 (an experiment) edits the `variable` line in `DualNumber.lean` as well.
Found with [lean-linter](https://github.com/keithadler/lean-linter). Prepared with AI assistance (Claude); I checked the change and the build.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-ring-theory
LLM-generated
new-contributor
|
2/2 |
Mathlib/RingTheory/Valuation/ValuativeRel/Trivial.lean |
1 |
9 |
['JX-Mo', 'Whysoserioushah', 'github-actions', 'grunweg', 'keithadler', 'mathlib-splicebot'] |
nobody |
0-3982 1 hour ago |
2-76945 2 days ago |
2-76610 2 days |
0 |
| 42316 |
JovanGerb author:JovanGerb |
feat: use `max`/`min` for `union`/`intersection` in `Set`, `Finset`, `ZFSet`, `Class` |
This lets us write `∪`/`∩` for sets while the underlying constant is `max`/`min`. This is a follow-up to #32983, which made the same change for `⊆`, `⊂`, `⊇` and `⊃`. The implementation for `∪`/`∩` is analogous.
The first commit contains the implementation change, and all other commits are just adaptations.
Note that there are now two different special delaborators for `max`/`min`, because we already had the delaborator that chooses between `max`/`min` and `⊔`/`⊓`. It is important that the one for `∪`/`∩` is tried first. There is no priority mechanism for delaborators: they are always executed newest to oldest. So, this PR adds a (redundant) import to ensure that this order is respected.
- I modified the delaborator for `⊔`/`⊓` so that it doesn't fire if `LinearOrder` isn't imported. Due to the extra redundant import, that is now a more common situation and I think in that situation it's better to print `max a b` instead of `a ⊔ b`.
- It is now not anymore possible to write `simp [(· ∪ ·)]` due to elaboration issues. The same also already applied to `simp [(· ⊆ ·)]`.
- Many `simp` calls had to be fixed because the `simp` set for `max`/`min` contains more lemmas than what we had for `union`/`inter`. For example, `compl_inf` and `inf_of_le_left`/`inf_of_le_right` now also apply to intersections.
- In particular `inf_of_le_left`/`inf_of_le_right` are quite slow simp lemmas, which means that this PR gives a bit of slowdown.
- A `grind` call had to be fixed because it timed out. Originally, that `grind` call was already doing too much stuff, but it didn't quite reach its limits.
- Many `@[simp]` and some `@[gcongr]` tags could be removed because they are now subsumed by more general tags.
- I removed `@[mfld_simp]` from `inter_subset_left`, as it seemed a bit weird to have it there and not on its dual or its mirror lemma.
---
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|
tech debt
large-import
t-data
|
347/429 |
Archive/Examples/Kuratowski.lean,Mathlib/Algebra/BigOperators/Finprod.lean,Mathlib/Algebra/BigOperators/Group/Finset/Basic.lean,Mathlib/Algebra/Lie/Basis/Prod.lean,Mathlib/Algebra/Module/SpanRank.lean,Mathlib/Algebra/MvPolynomial/Basic.lean,Mathlib/Algebra/Polynomial/Splits.lean,Mathlib/AlgebraicGeometry/Morphisms/UniversallyClosed.lean,Mathlib/AlgebraicGeometry/Scheme.lean,Mathlib/AlgebraicGeometry/ZariskisMainTheorem.lean,Mathlib/AlgebraicTopology/SimplicialSet/AnodyneExtensions/RelativeCellComplex.lean,Mathlib/AlgebraicTopology/SimplicialSet/Degenerate.lean,Mathlib/Analysis/Complex/ValueDistribution/LogCounting/Basic.lean,Mathlib/Analysis/Convex/Combination.lean,Mathlib/Analysis/InnerProductSpace/Projection/FiniteDimensional.lean,Mathlib/Analysis/Normed/Module/Seminorm/Basic.lean,Mathlib/Analysis/SpecialFunctions/Log/NegMulLog.lean,Mathlib/CategoryTheory/Limits/Types/Pushouts.lean,Mathlib/Combinatorics/Additive/Dissociation.lean,Mathlib/Combinatorics/Matroid/Basic.lean,Mathlib/Combinatorics/Matroid/Minor/Contract.lean,Mathlib/Combinatorics/Matroid/Minor/Order.lean,Mathlib/Combinatorics/SetFamily/Compression/UV.lean,Mathlib/Combinatorics/SetFamily/FourFunctions.lean,Mathlib/Combinatorics/SimpleGraph/AdjMatrix.lean,Mathlib/Combinatorics/SimpleGraph/LineGraph.lean,Mathlib/Combinatorics/SimpleGraph/Tutte.lean,Mathlib/Combinatorics/SimpleGraph/UniversalVerts.lean,Mathlib/Computability/TuringMachine/ToPartrec.lean,Mathlib/Data/Finmap.lean,Mathlib/Data/Finset/Basic.lean,Mathlib/Data/Finset/BooleanAlgebra.lean,Mathlib/Data/Finset/Lattice/Basic.lean,Mathlib/Data/Finset/Lattice/Lemmas.lean,Mathlib/Data/Finset/SDiff.lean,Mathlib/Data/Finset/Sups.lean,Mathlib/Data/Finset/SymmDiff.lean,Mathlib/Data/Finsupp/BigOperators.lean,Mathlib/Data/Multiset/UnionInter.lean,Mathlib/Data/Set/Basic.lean,Mathlib/Data/Set/Defs.lean,Mathlib/Data/Set/Disjoint.lean,Mathlib/Data/Set/Function.lean,Mathlib/Data/Set/Image.lean,Mathlib/Data/Set/Insert.lean,Mathlib/Data/Set/Subset.lean,Mathlib/Geometry/Manifold/IsManifold/ExtChartAt.lean,Mathlib/Geometry/Manifold/MFDeriv/Defs.lean,Mathlib/GroupTheory/CosetCover.lean,Mathlib/GroupTheory/Perm/Finite.lean,Mathlib/GroupTheory/Perm/Support.lean,Mathlib/LinearAlgebra/Basis/Exact.lean,Mathlib/LinearAlgebra/LinearIndependent/Lemmas.lean,Mathlib/Logic/Equiv/Set.lean,Mathlib/MeasureTheory/Covering/Differentiation.lean,Mathlib/MeasureTheory/Covering/LiminfLimsup.lean,Mathlib/MeasureTheory/MeasurableSpace/CountablyGenerated.lean,Mathlib/MeasureTheory/Measure/Basic.lean,Mathlib/MeasureTheory/Measure/Decomposition/Hahn.lean,Mathlib/MeasureTheory/Measure/Haar/Unique.lean,Mathlib/MeasureTheory/Measure/Typeclasses/ZeroOne.lean,Mathlib/MeasureTheory/OuterMeasure/AE.lean,Mathlib/MeasureTheory/PiSystem.lean,Mathlib/MeasureTheory/SetSemiring.lean,Mathlib/MeasureTheory/VectorMeasure/Variation/Semivariation.lean,Mathlib/NumberTheory/LSeries/ZetaZeros.lean,Mathlib/NumberTheory/WellApproximable.lean,Mathlib/Order/Birkhoff.lean,Mathlib/Order/BooleanAlgebra/Set.lean,Mathlib/Order/Bounds/Basic.lean,Mathlib/Order/Defs/Lattice.lean,Mathlib/Order/Defs/LinearOrder.lean,Mathlib/Order/Filter/Bases/Basic.lean,Mathlib/Order/Filter/Basic.lean,Mathlib/Order/Filter/Defs.lean,Mathlib/Order/Lattice/Congruence.lean,Mathlib/Order/Notation.lean,Mathlib/Order/SupIndep.lean,Mathlib/RingTheory/PolynomialLaw/Basic.lean,Mathlib/RingTheory/RegularLocalRing/Polynomial.lean,Mathlib/SetTheory/ZFC/Basic.lean,Mathlib/SetTheory/ZFC/Class.lean,Mathlib/Tactic/SetNotationForOrder.lean,Mathlib/Topology/CWComplex/Classical/Basic.lean,Mathlib/Topology/Closure.lean,Mathlib/Topology/Compactification/StoneCech.lean,Mathlib/Topology/Connected/Clopen.lean,Mathlib/Topology/Constructible.lean,Mathlib/Topology/DiscreteSubset.lean,Mathlib/Topology/NhdsWithin.lean,Mathlib/Topology/OpenPartialHomeomorph/IsImage.lean,Mathlib/Topology/Sets/Compacts.lean,Mathlib/Topology/Sets/Opens.lean,Mathlib/Topology/UrysohnsLemma.lean,MathlibTest/Attribute/ToDual.lean,MathlibTest/Delab/SupInf.lean,MathlibTest/SetNotationForOrder.lean,MathlibTest/Simps.lean,MathlibTest/Tactic/GRewrite.lean,MathlibTest/Tactic/Order.lean |
100 |
36 |
['JovanGerb', 'Multramate', 'github-actions', 'jcommelin', 'leanprover-radar', 'mathlib-merge-conflicts'] |
joneugster assignee:joneugster |
0-2578 42 minutes ago |
0-2610 37 minutes ago |
53-85285 53 days |
0 |
| 44757 |
mycaule author:mycaule |
feat(LinearAlgebra/Matrix/CauchyBinet): the Cauchy–Binet formula |
New file `Mathlib/LinearAlgebra/Matrix/CauchyBinet.lean`, for `A : Matrix l ι R`, `B : Matrix ι o R` over a commutative ring, with `ι` finite and linearly ordered:
`Matrix.det_submatrix_mul`: `det ((A * B).submatrix I K) = ∑ s : powersetCard ι n, det (A.submatrix I s) * det (B.submatrix s K)` for `I : Fin n → l`, `K : Fin n → o`, each `s` enumerated in increasing order (`powersetCard.ofFinEmbEquiv.symm s`)
`Matrix.det_mul_eq_sum_powersetCard`: the square case, `det (A * B) = ∑ s, det (A.submatrix id s) * det (B.submatrix s id)` for `A : Matrix (Fin n) ι R`, `B : Matrix ι (Fin n) R`
Mathlib has `det_mul` for square matrices but no Cauchy–Binet formula. #40473 and #44209 (both closed) proved it by direct computation with permutations, and the review of #40473 pointed to the exterior powers instead. This PR follows that route. The minors of `B` on columns `K` are the coordinates of `ιMulti R n (columns of B)` in `Module.Basis.exteriorPower` (`exteriorPower.ιMultiDual_apply_ιMulti`). Expanding in that basis (`Basis.sum_repr`) and applying the map `⋀[R]^n (ι → R) →ₗ[R] R` induced by `detRowAlternating` composed with `A.submatrix I id` (`alternatingMapLinearEquiv`) gives the formula, with no computation on permutations.
An earlier version of this PR only had two `2 × 2` identities proved by direct computation; they are replaced by the general statement.
Questions for reviewers: the names; whether the sum should be over `Fin n ↪o ι` instead of `powersetCard ι n`; whether the file belongs in `LinearAlgebra/ExteriorPower/` rather than `LinearAlgebra/Matrix/`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review.
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
77/0 |
Mathlib.lean,Mathlib/LinearAlgebra/Matrix/CauchyBinet.lean |
2 |
4 |
['github-actions', 'mycaule', 'themathqueen'] |
nobody |
0-2135 35 minutes ago |
3-7007 3 days ago |
3-13420 3 days |
0 |
| Number |
Author |
Title |
Description |
Labels |
+/- |
Modified files (first 100) |
📝 |
💬 |
All users who commented or reviewed |
Assignee(s) |
Updated |
Last status change |
total time in review |
blocks |
| 35069 |
A-M-Berns author:A-M-Berns |
feat(Geometry/Polygon): simple polygons and boundary map |
This PR introduces Simple polygons with the predicate `IsSimple`, which captures the idea of a non-self-intersecting boundary, in the file Simple.lean. In the file Boundary.lean, a boundary map from `AddCircle n` is defined. I prove that the range of this map is the boundary and that this map is injective if and only if the polygon is simple. I kept Boundary.lean and Simple.lean separate because future results will include stuff just about the boundary map independent of simplicity (e.g. that it is continuous in the appropriate setting) and stuff just about simple polygons independent of the boundary map (e.g. that for n = 3, IsSimple iff HasNondegenerateVertices.) I used Claude Code to help generate some of the proof material, but I golfed and edited all AI contribution.
- [x] depends on: #34598
---
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new-contributor
t-euclidean-geometry
LLM-generated
|
360/0 |
Mathlib.lean,Mathlib/Geometry/Polygon/Boundary.lean,Mathlib/Geometry/Polygon/Simple.lean,Mathlib/Logic/Equiv/Fin/Rotate.lean |
4 |
30 |
['A-M-Berns', 'eric-wieser', 'github-actions', 'joneugster', 'jsm28', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'vihdzp', 'wwylele'] |
nobody |
144-45688 4 months ago |
230-71543 230 days ago |
233-19094 233 days |
0 |
| 36813 |
AlexeyMilovanov author:AlexeyMilovanov |
feat(Computability.Encoding): add self-delimiting unary and pair encodings |
Adds self-delimiting boolean encodings to `Mathlib.Computability.Encoding`.
**Key changes:**
* **`unaryPrefixEncodingNat`**: A self-delimiting unary `Encoding ℕ Bool`, using the code $1^n0$.
* **`encodingProdBool`**: Builds an `Encoding (α × β) Bool` from boolean encodings of `α` and `β`, by prefixing the length of the first encoded component.
* **`encodingListBool`**: Builds an `Encoding (List α) Bool` from a boolean encoding of `α`, using self-delimiting element encodings.
* **`UnaryPrefix` helpers**: Internal-style helper API for the underlying length-prefixed boolean-list encoding and decoding. |
t-computability
new-contributor
|
98/0 |
Mathlib/Computability/Encoding.lean |
1 |
6 |
['AlexeyMilovanov', 'Komyyy', 'github-actions', 'mathlib-bors', 'mathlib-merge-conflicts'] |
nobody |
97-78510 3 months ago |
97-78510 97 days ago |
114-34052 114 days |
0 |
| 36719 |
NoneMore author:NoneMore |
feat(ModelTheory): add `PartialType` for first-order theories |
This PR adds the definitions of partial types over theories and over parameter sets, and proves several equivalent characterizations.
---
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- [x] depends on: #36667
[](https://gitpod.io/from-referrer/)
|
t-logic
new-contributor
|
432/17 |
Mathlib.lean,Mathlib/ModelTheory/PartialTypes.lean,Mathlib/ModelTheory/Semantics.lean |
3 |
7 |
['NoneMore', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'vihdzp'] |
nobody |
90-43409 2 months ago |
90-43930 90 days ago |
98-26556 98 days |
0 |
| 41934 |
NickKobs author:NickKobs |
feat(Order/Nucleus): a nucleus on a Boolean algebra is closed |
Adds `Mathlib/Order/Nucleus/Boolean.lean` — the Boolean specialization of the nucleus API:
```lean
theorem Nucleus.apply_eq_sup_apply_bot [BooleanAlgebra X] (n : Nucleus X) (a : X) :
n a = a ⊔ n ⊥
theorem Nucleus.isClosed_of_booleanAlgebra [BooleanAlgebra X] (n : Nucleus X) :
⇑n = fun a => a ⊔ n ⊥
theorem Nucleus.eq_of_apply_bot_eq [BooleanAlgebra X] {m n : Nucleus X} (h : m ⊥ = n ⊥) :
m = n
```
**Why.** `Mathlib.Order.Nucleus` provides the frame / Heyting-algebra structure of `Nucleus X`, the closure-operator view (`toClosureOperator`), and the pointwise `le_apply` / `idempotent` / `map_inf` API, but no Boolean specialization. On a Boolean algebra every nucleus is *closed* — completely determined by its value at `⊥` — which is the pointwise algebraic core of the classical fact that the assembly `N(L)` is Boolean iff `L` is (Beazer–Macnab; Simmons; Johnstone, *Stone Spaces*, II.2). It is the natural companion to the existing frame structure and a common building block in point-free topology.
**Proof.** `n a = n a ⊓ (a ⊔ aᶜ) = (n a ⊓ a) ⊔ (n a ⊓ aᶜ)`; the left join-and is `a` (inflationarity), the right is `≤ n a ⊓ n aᶜ = n (a ⊓ aᶜ) = n ⊥` (inflationarity of `aᶜ` + `map_inf`). The reverse inequality is inflationarity plus monotonicity applied to `⊥ ≤ a`. No completeness is needed — the statement is pointwise, so `[BooleanAlgebra X]` (not a complete Boolean algebra) suffices.
**References.**
* R. Beazer, D. S. Macnab, *Modal extensions of Heyting algebras*.
* H. Simmons, *A framework for topology*, Logic Colloquium '77.
* P. T. Johnstone, *Stone Spaces*, CUP (1982), II.2.
**Provenance.** The theorem was first mechanized (Mathlib-free, over a finite Boolean frame) in the BETTI/Araksha refusal-algebra work; this PR is the generalization to an arbitrary `BooleanAlgebra` against Mathlib's own `Nucleus` API. The result is classical open mathematics, cited above. An earlier revision of the file was compiled clean against master `c81c5cbb` (Lean `v4.33.0-rc1`); this revision adapts the header to the module system (`module` / `public import` / `@[expose] public section`).
|
t-order
new-contributor
LLM-generated
|
71/0 |
Mathlib.lean,Mathlib/Order/Nucleus/Boolean.lean |
2 |
5 |
['felixpernegger', 'github-actions'] |
nobody |
86-46445 2 months ago |
86-60188 86 days ago |
86-59853 86 days |
0 |
| 42046 |
LegaSage author:LegaSage |
feat(Polynomial): add Wronskian linear dependence lemmas |
This extends the polynomial Wronskian API of Baek and Lee from the existing coprime case to arbitrary polynomials over a characteristic-zero field.
It adds:
* an explicit nontrivial scalar relation for any pair with zero Wronskian, including zero-polynomial edge cases;
* scalar-multiple corollaries when either polynomial is nonzero;
* the weighted derivative corollary that solutions of `a * f' - n * a' * f = 0` are scalar multiples of `a ^ n` when `a ≠ 0`.
The proof factors out the polynomial gcd and applies the existing `IsCoprime.wronskian_eq_zero_iff` theorem. This PR makes no novelty claim; it packages standard consequences of the existing Baek–Lee coprime Wronskian API.
-------
The implementation was prepared with assistance from OpenAI Codex and reviewed and submitted by LegaSage.
|
t-ring-theory
new-contributor
large-import
LLM-generated
|
96/1 |
Mathlib/RingTheory/Polynomial/Wronskian.lean |
1 |
2 |
['github-actions'] |
nobody |
82-6404 2 months ago |
82-44374 82 days ago |
82-44039 82 days |
0 |
| 42047 |
LegaSage author:LegaSage |
feat(RingTheory): add locally nilpotent derivations |
This introduces `Derivation.IsLocallyNilpotent` and basic iteration lemmas for locally nilpotent derivations. The main result is the method-style theorem `Derivation.IsLocallyNilpotent.apply_eq_zero_of_dvd`: over a characteristic-zero domain, if `f ∣ D f` for a locally nilpotent derivation `D`, then `D f = 0`.
The proof uses the iterated Leibniz rule and the top nonvanishing iterates of the two factors.
-----
The implementation and PR text were prepared with assistance from OpenAI Codex. |
t-ring-theory
new-contributor
LLM-generated
|
167/0 |
Mathlib.lean,Mathlib/RingTheory/Derivation/LocallyNilpotent.lean |
2 |
2 |
['github-actions'] |
nobody |
82-6385 2 months ago |
82-44374 82 days ago |
82-44039 82 days |
0 |
| 42226 |
espottesmith author:espottesmith |
feat(Combinatorics/Hypergraph): add restriction `x ≠ y` to hypergraph vertex and edge adjacency |
---
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In this box, the text above the `---` (if not empty) will be appended
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will format the text above it as a title.
For details on the "pull request lifecycle" in mathlib, please see:
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In particular, note that most reviewers will only notice your PR
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the commit message (that is, directly before the `---`) using the following format:
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at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
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- Nat.bit1_add_bit1
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This introduces a small change to the definitions of adjacency and edge-adjacency for undirected hypergraphs, based on a conversation with @Jun2M and @b-mehta in [#28613](https://github.com/leanprover-community/mathlib4/pull/28613).
Previously, any two vertices (edges) `x` and `y` could be adjacent, provided that there was an edge in the edge set containing both of them (there was a vertex contained in both of them). Now, we add the restriction that `x` is not equal to `y`.
This should allow `SimpleGraph` to be a clean specialization of `Hypergraph` and to ease the eventual implementation of walks.
This PR has no dependencies, but see also [42164](https://github.com/leanprover-community/mathlib4/pull/42162), @Jun2M's implementation of `HyperGraphLike` and formalization that `Hypergraph`s are `HyperGraphLike`, which includes this restriction on `Adj`.
[](https://gitpod.io/from-referrer/)
|
t-combinatorics
new-contributor
|
4/4 |
Mathlib/Combinatorics/Hypergraph/Basic.lean |
1 |
3 |
['github-actions'] |
nobody |
77-18834 2 months ago |
77-19400 77 days ago |
77-19065 77 days |
0 |
| 42223 |
cameronfreer author:cameronfreer |
feat(Computability/Reduce): the halting problem is many-one complete |
`Mathlib/Computability/Halting.lean` proves that the halting problem is recursively enumerable (`ComputablePred.halting_problem_re`) and not computable (`ComputablePred.halting_problem`), but not that it is complete: there is no `REPred R → R ≤₀ K`, and neither `Halting.lean` nor `RE.lean` mentions `≤₀`.
This PR adds three results:
```lean
theorem REPred.manyOneReducible_halting_problem {R : ℕ → Prop} (h : REPred R) (n : ℕ) :
R ≤₀ fun c : Code => (Code.eval c n).Dom
theorem halting_problem_manyOneEquiv_halting_problem₂ (n : ℕ) :
ManyOneEquiv (fun c : Code => (Code.eval c n).Dom)
(fun p : Code × ℕ => (Code.eval p.1 p.2).Dom)
theorem REPred.manyOneReducible_halting_problem₂ {R : ℕ → Prop} (h : REPred R) :
R ≤₀ fun p : Code × ℕ => (Code.eval p.1 p.2).Dom
```
(I've stated the results in `Reduce.lean` rather than alongside the other halting-problem results because `≤₀` is defined here, and `Reduce` imports `Halting` rather than the other way around.)
🤖 These proofs were written with the assistance of Claude Opus 5 high and reviewed by GPT Sol 5.6 xhigh.
|
t-computability
new-contributor
LLM-generated
|
41/0 |
Mathlib/Computability/Reduce.lean |
1 |
3 |
['cameronfreer', 'github-actions'] |
nobody |
75-81923 2 months ago |
77-23331 77 days ago |
77-22996 77 days |
0 |
| 42189 |
cameronfreer author:cameronfreer |
feat(ModelTheory/Basic): add characterization of languages with countably many symbols |
`Language.Countable.countable_functions` currently projects `Countable L.Symbols` onto the function symbols, but there is no counterpart for relations. This PR adds the missing instance; in doing so it relates the two ways that Mathlib already expresses "countable language": the bundled `Language.card ≤ ℵ₀` and the unbundled `Countable (Σ l, L.Functions l)` / `Countable (Σ l, L.Relations l)` hypotheses that model-theoretic statements tend to carry separately.
* `Countable.countable_relations`, `countable_symbols_iff`, and `card_le_aleph0_iff_countable` connect the bundled and unbundled formulations of symbol countability.
* `Countable.countable_sum`, `Countable.countable_constantsOn`, and `Countable.countable_withConstants` centralize countability instances for language constructors and remove the corresponding local instances from `Encoding.lean`.
## Motivation
Following review feedback from @NoneMore, this PR now also simplifies existing Mathlib code: generic countability instances for `Language.sum`, `constantsOn`, and `withConstants` live beside those constructors, so `Encoding.lean` no longer needs its own cardinal-arithmetic proofs for them.
The broader motivation comes from projects in infinitary model theory that build on Mathlib, in which one typically needs to carry around a hypothesis about countability of the set of symbols.
Specifically, in [cameronfreer/infinitary-logic](https://github.com/cameronfreer/infinitary-logic) the two sorts are carried unbundled and independently throughout; there are roughly 180 occurrences of the relation-symbol hypothesis and 24 of the function-symbol one. Here are a few examples:
* [`Methods/Henkin/ModelExistence.lean#L60`](https://github.com/cameronfreer/infinitary-logic/blob/1a478e80794080a536931c029281bb65266b3171/InfinitaryLogic/Methods/Henkin/ModelExistence.lean#L60): model existence, carrying both hypotheses side by side;
* [`Admissible/Compactness.lean#L90`](https://github.com/cameronfreer/infinitary-logic/blob/1a478e80794080a536931c029281bb65266b3171/InfinitaryLogic/Admissible/Compactness.lean#L90): Barwise completeness, likewise;
* [`Descriptive/Polish.lean#L46`](https://github.com/cameronfreer/infinitary-logic/blob/1a478e80794080a536931c029281bb65266b3171/InfinitaryLogic/Descriptive/Polish.lean#L46): a section variable assuming only the relation symbols are countable, which is where one notices the missing companion instance;
* [`Methods/LopezEscobar/CodeClass.lean#L29`](https://github.com/cameronfreer/infinitary-logic/blob/1a478e80794080a536931c029281bb65266b3171/InfinitaryLogic/Methods/LopezEscobar/CodeClass.lean#L29): a custom `Countable (Σ n, L.Functions n)` instance for relational languages, which is an example of the bookkeeping that arises from the two sorts not being related by a single lemma.
(Note that the `countable_functions` and `countable_relations` instances only project *out of* `Countable L.Symbols` into a summand; the converse direction is stated as a theorem rather than an instance, so there is no risk of an instance cycle.)
🤖 These proofs were written with the assistance of Claude Opus 5 high and reviewed by GPT Sol 5.6 xhigh.
|
t-logic
new-contributor
LLM-generated
|
33/12 |
Mathlib/ModelTheory/Basic.lean,Mathlib/ModelTheory/Encoding.lean,Mathlib/ModelTheory/LanguageMap.lean |
3 |
5 |
['NoneMore', 'cameronfreer', 'github-actions'] |
nobody |
75-81897 2 months ago |
77-22269 77 days ago |
77-25142 77 days |
0 |
| 42178 |
cameronfreer author:cameronfreer |
feat(Computability/Primrec/List): add theorems showing that List.all, List.any and List.sum are primitive recursive |
Add the parameterized `list_all`, `list_any` and natural-number `list_sum`, in the style of the existing `list_map`, `list_foldr` and `list_findIdx`.
Mathlib already has a parameterized core, but no direct lemmas for these standard list operations, so downstream developments tend to reconstruct them from `list_foldr` at each use site. In the course of writing [cameronfreer/computable-analysis](https://github.com/cameronfreer/computable-analysis) I ended up needing this in three places, all of which can now make use of the results here instead (see [a6898b5](https://github.com/cameronfreer/computable-analysis/commit/a6898b5), in particular `Weihrauch/Principles/Limit.lean:117`, `TypeTwo/PrefixTable.lean:334,351,369`, and `Measure/DisintegrateLower.lean:877,902`).
:robot: These proofs were written with the assistance of Claude Opus 5 high and reviewed by GPT Sol 5.6 xhigh. |
t-computability
new-contributor
LLM-generated
|
21/1 |
Mathlib/Computability/Primrec/List.lean |
1 |
4 |
['cameronfreer', 'github-actions'] |
nobody |
75-81890 2 months ago |
78-15415 78 days ago |
78-15080 78 days |
0 |
| 42113 |
LAC1213 author:LAC1213 |
feat(RingTheory/Noetherian): injective modules over a Noetherian ring… |
… surject onto localizations by powers of an element. [Hartshorne III.3.3]
Disclaimer: I used Claude to help me find the names of useful lemmas and definitions and explain lean errors to me.
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
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details. Please leave a blank newline before the `---`, otherwise GitHub
will format the text above it as a title.
For details on the "pull request lifecycle" in mathlib, please see:
https://leanprover-community.github.io/contribute/index.html
In particular, note that most reviewers will only notice your PR
if it passes the continuous integration checks.
Please ask for help on https://leanprover.zulipchat.com if needed.
When merging, all the commits will be squashed into a single commit
listing all co-authors.
Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
the commit message (that is, directly before the `---`) using the following format:
Co-authored-by: Author Name <author@email.com>
If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
Any other comments you want to keep out of the PR commit should go
below the `---`, and placed outside this HTML comment, or else they
will be invisible to reviewers.
If this PR depends on other PRs, please list them below this comment,
using the following format:
- [ ] depends on: #abc [optional extra text]
- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
t-ring-theory
new-contributor
LLM-generated
|
114/0 |
Mathlib.lean,Mathlib/Algebra/Module/Torsion/Basic.lean,Mathlib/RingTheory/Noetherian/InjectiveModule.lean |
3 |
42 |
['LAC1213', 'NoahW314', 'github-actions', 'robin-carlier'] |
nobody |
73-51561 2 months ago |
78-86150 78 days ago |
79-24143 79 days |
0 |
| 42225 |
matt-w-horn author:matt-w-horn |
feat(Order): Knaster–Tarski fixed points on an interval |
`lfpIcc f a b` and `gfpIcc f a b`: least and greatest fixed points of `f` on `Set.Icc a b` in a conditionally complete lattice, for `f` monotone on the interval and mapping it into itself. Also interval membership, endpoint-iterate bounds, and monotonicity in `f`.
`OrderHom.lfp` gives this through the complete-lattice instance on the subtype, but wants a `Fact (a ≤ b)` and returns subtype elements. These take `MonotoneOn` and `MapsTo` directly and stay in `α`. Bridge lemmas between the two are a follow-up.
Used on intervals of ℝ in Overload, a sorry-free Lean library on retry and overload dynamics: https://github.com/matt-w-horn/overload/tree/main/Overload
Claude Fable wrote the Lean from a spec I gave it. I reviewed and tested it myself, including adversarial tests and the suites in the library above, and did the same for its dependencies.
Assisted-by: Claude Fable 5 |
t-order
new-contributor
LLM-generated
|
168/0 |
Mathlib.lean,Mathlib/Order/FixedPointsIcc.lean |
2 |
7 |
['github-actions', 'matt-w-horn', 'wwylele'] |
nobody |
71-35957 2 months ago |
72-45543 72 days ago |
72-45208 72 days |
0 |
| 40741 |
AntoineduFresne author:AntoineduFresne |
feat(order): dilworth's and mirsky's theorems for finite orders |
I add Dilworth's theorem and its order dual, Mirsky's theorem, for finite subsets of a partial order, together with the order-theoretic lemmas they rest on.
A prior external formalization by Vlad Tsyrklevich is linked from `1000.yaml`; this is an independent `Finset`-based development using Galvin's proof, and I agreed the `1000.yaml` update with him.
I split the min-max content, as for Hall's marriage theorem, into a weak-duality inequality and a strong-duality existence of a matching pair, so I never define an extremal quantity over families of sets (no `Finset.min'` / `Finset.max'`):
- `dilworth` / `mirsky` — an antichain and a chain cover (resp. a chain and an antichain cover) of equal size;
- `antichain_le_chain_cover` / `chain_le_antichain_cover` — the weak-duality inequalities, for an arbitrary relation;
- `dilworth_partition` / `mirsky_partition` — the same with a pairwise-disjoint partition.
For Dilworth I use Galvin's induction (gluing step `chainCover_glue`); I avoid the König /
bipartite-matching route since König isn't in Mathlib yet (at least last time I checked). I prove Mirsky directly (peeling off minimal elements) rather than via `OrderDual`, since the direct induction seems simpler to me and the two proofs already share their foundations (the closure lemmas and the injective weak dualities).
Internally I work with an injection `f : α → Finset α` on the antichain rather than with the
`Finset (Finset α)` cover directly, so distinctness of the chains comes from the antichain property instead of a separate bookkeeping.
## Questions I'd like input on
1. Explicit min-max? I give weak duality plus a matching pair, from which "largest antichain = smallest chain cover" follows; I do not state that equality as a single theorem (doing so would, I think, mean defining the extremal quantities I wanted to avoid). Would you also like an explicit min-max statement?
2. Two layers of weak duality. I expose it twice: an injective form (`IsAntichain.exists_injOn_mem_chains`, over an arbitrary relation and an arbitrary index type, no finiteness) and a `Finset` cardinality form (`antichain_le_chain_cover`), the latter a one-line specialization of the former. I'm not sure whether exposing both is right, or whether one of them should be canonical. And is there appetite to push the general core to an `ℕ∞` / infinite version, or is the finite form the right scope here?
3. `[DecidableEq α]` on the main theorems. It comes only from writing the cover as
`s = 𝒞.biUnion id` (`Finset.biUnion` needs it); a membership-form coverage condition such as `∀ x, x ∈ s ↔ ∃ C ∈ 𝒞, x ∈ C` would drop the assumption, though it seems to me a bit less readable. Which do you prefer? (I think the injective-form weak dualities assume neither order, finiteness, nor `DecidableEq`.)
4. Naming. I use `C` / `A` for a chain / antichain and `𝒞` / `𝒜` for a chain / antichain cover (for hopefully obvious reason). Happy to change these if you would prefer something else.
## Open questions
- File placement (`Mathlib/Order/Dilworth.lean`?), and whether the general lemmas (the injective transversal and the weak dualities) should live in `Mathlib/Order/Antichain.lean` rather than in a new file.
The maximal-antichain closure lemma that was originally here has been split out into #42590.
Zulip: https://leanprover.zulipchat.com/#narrow/channel/113489-new-members/topic/Antoine.20du.20Fresne.20von.20Hohenesche/with/604112426
AI use: I worked out all proofs on paper first and most of the design structure of the file. I then used Claude Code (Claude Opus) to transcribe my paper proofs into Lean, weaken hypotheses, reduce redundancy, and fix comment typos.
|
t-order
new-contributor
LLM-generated
|
568/3 |
Mathlib.lean,Mathlib/Order/Dilworth.lean,docs/1000.yaml |
3 |
18 |
['AntoineduFresne', 'SnirBroshi', 'github-actions', 'tdwag123'] |
nobody |
66-15404 2 months ago |
66-16036 66 days ago |
118-24166 118 days |
0 |
| 42265 |
cameronfreer author:cameronfreer |
chore(RingTheory/PowerSeries): simplify coeff_inv_aux |
This replaces the hand-written `Finset.sum_nbij'` in `coeff_inv_aux` with `simp_rw` + `simp`, via `Finsupp.antidiagonal_single`, the same rewrite that `PowerSeries.coeff_mul` already uses.
:robot: Golfing target found by GPT Pro 5.6 Sol, initial version of code written by Opus 5 high, refined by GPT 5.6 Sol xhigh, then again by Opus 5 high following @felixpernegger's review suggestion. |
t-ring-theory
new-contributor
LLM-generated
|
2/19 |
Mathlib/RingTheory/PowerSeries/Inverse.lean |
1 |
8 |
['cameronfreer', 'felixpernegger', 'github-actions', 'mathlib-bors', 'mathlib-merge-conflicts'] |
nobody |
63-73758 2 months ago |
63-74458 63 days ago |
76-15133 76 days |
0 |
| 42718 |
justinhalford author:justinhalford |
feat(Combinatorics/SetFamily): the linear algebra method and the Oddtown theorem |
Adds the basic form of the **linear algebra method** for set families (Babai–Frankl) together with its standard first application, the **Oddtown theorem** (Berlekamp, 1969).
### What's here
- `linearIndependent_of_dotProduct_eq_ite` — a family of vectors whose pairwise dot products form the identity matrix is linearly independent. Stated over an arbitrary field, so it does not rely on positivity; this is the engine of the method.
- `Finset.charVec` — the characteristic vector of a finset, valued in a semiring, with `charVec_apply`.
- `Finset.charVec_dotProduct_charVec` — the dot product of two characteristic vectors is the cardinality of the intersection.
- `Finset.card_le_card_of_odd_card_of_even_card_inter` — **Oddtown**: a family of finsets of odd cardinality, any two of which meet in an even number of elements, has at most `Fintype.card α` members.
### Why
I could not find the linear algebra method anywhere in Mathlib. Searching for `Oddtown`, `Eventown`, Fisher's inequality, `RayChaudhuri` and `FranklWilson` returns nothing, and exactly one file under `Mathlib/Combinatorics/` uses `finrank`/`LinearIndependent` (`SimpleGraph/LapMatrix.lean`, for spectral graph theory). Since the technique underlies a large family of extremal results, the general lemma is stated separately from Oddtown so that Eventown, Fisher's inequality and Ray-Chaudhuri–Wilson can be added on top later.
If this does already exist under a formulation I did not think to search for, I would be glad to be pointed at it.
### Verification
Compiles against `master` (Lean 4.34.0-rc1) with no errors or warnings. `#print axioms` on each of the three results reports only `[propext, Classical.choice, Quot.sound]`. No `sorry`, no new axioms, no `set_option` overrides.
### Disclosure
This file was written with AI assistance (Claude Opus 5) and then checked against the Lean kernel; that is noted in the module docstring as well. Every statement, proof and docstring has been read through by me before submission. Happy to adjust naming, generality or placement to whatever the maintainers prefer.
### Process note
I am a first-time contributor and I am aware the usual convention is to raise a new file on Zulip before opening a PR. Apologies for going in the other order — I am glad to move the discussion to `#mathlib4` if that is preferred, or to close this if the material is not wanted.
---
[](https://gitpod.io/#https://github.com/leanprover-community/mathlib4)
|
t-combinatorics
new-contributor
|
144/0 |
Mathlib.lean,Mathlib/Combinatorics/SetFamily/Oddtown.lean |
2 |
3 |
['D-Thomine', 'github-actions'] |
nobody |
62-9355 2 months ago |
62-13839 62 days ago |
62-13504 62 days |
0 |
| 42343 |
brianrabern author:brianrabern |
feat(Combinatorics/SimpleGraph): extend a coloring to one more vertex |
Add `Colorable.of_induce_compl_singleton`: if deleting a vertex `v` leaves an `n`-colourable graph and `deg(v) < n`, then `G` itself is `n`-colourable.
This is a local colouring-extension / induction step (colour `G - v`, then assign `v` a free colour). It is useful for inductive arguments such as Brooks' theorem. The global greedy bound `χ ≤ Δ + 1` is developed separately in #38357.
AI assistance: LLM was used to smooth it out and put things in the expected style
---
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[](https://gitpod.io/from-referrer/) |
t-combinatorics
new-contributor
LLM-generated
|
35/0 |
Mathlib/Combinatorics/SimpleGraph/Coloring/Vertex.lean |
1 |
11 |
['Parcly-Taxel', 'SnirBroshi', 'bocowgill', 'brianrabern', 'github-actions'] |
nobody |
61-57717 2 months ago |
70-79150 70 days ago |
73-33935 73 days |
0 |
| 42788 |
andreylukin author:andreylukin |
feat(Combinatorics/Sperner): define facet incidence data |
## Summary
Adds a small finite facet-ridge incidence interface intended as a prerequisite for the general Sperner lemma (#25231).
- defines finite facets, ridges, and their incidence relation;
- assumes every ridge has one or two cofacets;
- defines boundary and interior ridges and proves that they are disjoint and partition the ridges.
This deliberately does not claim the geometric Sperner theorem. A future development must connect finite triangulations of the standard simplex to this incidence interface and establish the required coface-count property.
## Validation
- `lake build Mathlib.Combinatorics.Sperner.Basic`
- `lake env lean -DwarningAsError=false Mathlib.lean`
Towards #25231
|
t-combinatorics
new-contributor
|
117/0 |
Mathlib.lean,Mathlib/Combinatorics/Sperner/Basic.lean |
2 |
2 |
['github-actions'] |
nobody |
59-77221 1 month ago |
59-79916 59 days ago |
59-79701 59 days |
0 |
| 42758 |
cameronfreer author:cameronfreer |
feat(ModelTheory): add syntax and semantics for infinitary logic |
Add basic syntax and semantics for infinitary model theory of L∞ω (and Lω₁ω).
The new `BoundedFormulaInf L ι α n` uses index type `ι` for all of a formula's infinitary conjunctions and disjunctions, and the definitional
```lean
abbrev BoundedFormulaω (α : Type u') (n : ℕ) := L.BoundedFormulaInf ℕ α n
```
lands in exactly the universe of the finitary `BoundedFormula`, as suggested by @plp127 in [#mathlib4 > ModelTheory: API for infinitary formulas of L_{∞,ω} @ 💬](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/ModelTheory.3A.20API.20for.20infinitary.20formulas.20of.20L_.7B.E2.88.9E.2C.CF.89.7D/near/613390601).
This PR contains `iSup`/`iInf` constructors, derived connectives together with `alls`/`exs`, `Realize` with `simp` lemmas for every constructor and derived connective, and the embedding `BoundedFormula.toInf` with `realize_toInf`.
I developed this with extensive assistance from several Claude and GPT models along with [lean4-skills](https://github.com/cameronfreer/lean4-skills) and [lean-lsp-mcp](https://github.com/oOo0oOo/lean-lsp-mcp) as part of the ongoing project [cameronfreer/infinitary-logic](https://github.com/cameronfreer/infinitary-logic/). |
t-logic
LLM-generated
new-contributor
|
446/0 |
Mathlib.lean,Mathlib/ModelTheory/Infinitary/Semantics.lean,Mathlib/ModelTheory/Infinitary/Syntax.lean,MathlibTest/InfinitarySyntax.lean |
4 |
4 |
['cameronfreer', 'github-actions'] |
nobody |
59-61859 1 month ago |
61-44760 61 days ago |
61-44425 61 days |
0 |
| 42540 |
shaikidris author:shaikidris |
feat(Combinatorics): asymptotic / natural density and linear-growth bridge |
Redefines asymptotic / natural density around a shared finite relative-density profile, instead of density along `SummationFilter`s.
* `Set.partialDensity S A b` — proportion of `A ∩ Iio b` in `S`
* `Set.lowerDensity` / `Set.upperDensity` — liminf / limsup of that profile
* `Set.HasDensity` — convergence of the profile; `Set.HasNaturalDensity` — `ℕ` case with `A = univ`
* Basic API: `[0,1]` bounds, empty/univ, finite sets have density `0`, `Finset.range` characterizations
* Drops the filter-parametric layer and the junk-valued `naturalDensity`
* Opt-in `Mathlib.Combinatorics.AsymptoticDensity.LinearGrowth`: exact lower/upper density equalities for the counting function `n ↦ #{x ∈ Finset.range n | x ∈ S}`, with no `LinearGrowth` dependency on the core density module
* Retargets the Schnirelmann TODO to this module; Schnirelmann-density comparison proofs are left for follow-up (the linear-growth bridge is proved here)
AI disclosure: this PR is primarily LLM-generated (OpenAI Codex). I reviewed the design (with review comments feedback), public APIs and edge-cases.
I primarily used these as part of my other project on quantitative descent and I think there is a merit in reusability.
---
---
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new-contributor
t-combinatorics
LLM-generated
|
358/2 |
Mathlib.lean,Mathlib/Combinatorics/AsymptoticDensity.lean,Mathlib/Combinatorics/AsymptoticDensity/LinearGrowth.lean,Mathlib/Combinatorics/Schnirelmann.lean |
4 |
16 |
['D-Thomine', 'b-mehta', 'github-actions', 'jcommelin', 'mathlib-bors', 'shaikidris', 'wwylele'] |
nobody |
58-13217 1 month ago |
64-16927 64 days ago |
67-34784 67 days |
0 |
| 42775 |
hawkrobe author:hawkrobe |
feat(RingTheory/HopfAlgebra): construct Hopf algebras from generators |
Upgrade a bialgebra to a Hopf algebra from antipode data on an algebra-generating set (`HopfAlgebra.ofGenerators`), plus the primitive-element form `HopfAlgebra.ofPrimitives`. Split out of #39841.
This looks more elegant using Sweedler notation (this proof was taken from a comment in #31898) but mathlib doesn't have the notation available as far as I know.
- [x] depends on: #39841 |
t-ring-theory
new-contributor
|
153/6 |
Mathlib.lean,Mathlib/RingTheory/HopfAlgebra/Generators.lean,Mathlib/RingTheory/HopfAlgebra/Primitive.lean |
3 |
3 |
['github-actions', 'mathlib-dependent-issues'] |
nobody |
57-15040 1 month ago |
58-28028 58 days ago |
58-42569 58 days |
1 |
| 43040 |
Qinghev author:Qinghev |
feat(Analysis/Convex): add center mass residual identity |
This adds `Finset.sum_smul_sub_centerMass_eq_zero`, stating that the weighted sum of displacements from a finite center of mass is zero whenever the total weight is nonzero.
---
Codex assisted with drafting and verification. |
t-analysis
new-contributor
|
5/0 |
Mathlib/Analysis/Convex/Combination.lean |
1 |
2 |
['github-actions'] |
nobody |
53-21541 1 month ago |
53-22698 53 days ago |
53-22363 53 days |
0 |
| 42377 |
norbsvr author:norbsvr |
doc(1000.yaml): add Brauer's theorem on induced characters |
Claims a proof of [Q4958218:](https://www.wikidata.org/wiki/Q4958218) Brauer's theorem on induced characters.
The formalization is in an <a href="https://github.com/norbsvr/BrauerInduction/">external Lean 4 repository</a>. Please see file `README.md` for further information.
---
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[](https://gitpod.io/from-referrer/)
|
new-contributor |
3/0 |
docs/1000.yaml |
1 |
3 |
['github-actions'] |
nobody |
45-59634 1 month ago |
72-66452 72 days ago |
72-66117 72 days |
0 |
| 42590 |
AntoineduFresne author:AntoineduFresne |
feat(Order/UpperLower/Closure): the upper and lower closures of a maximal antichain cover the order |
I add `IsMaxAntichain.upperClosure_union_lowerClosure`. It says that the upper and lower closures of a maximal antichain cover the whole order.
I put it right after `ordConnected_iff_upperClosure_inter_lowerClosure`, next to `upperClosure_inter_lowerClosure`, which seems the right spot.
The lemma is about antichains, so `Mathlib/Order/Antichain.lean` would have looked like the natural file to modify, but `upperClosure` is defined in `Mathlib/Order/UpperLower/Closure.lean`, which imports `Mathlib.Order.Interval.Set.OrdConnected`, which imports `Mathlib.Order.Antichain`. So to avoid an import loop I put it in `Closure.lean`.
I split this out of #40741, where a reviewer suggested it. Nothing in that PR uses the lemma.
|
t-order
new-contributor
|
13/0 |
Mathlib/Order/Antichain.lean,Mathlib/Order/UpperLower/Closure.lean |
2 |
12 |
['AntoineduFresne', 'Ruben-VandeVelde', 'SnirBroshi', 'github-actions', 'tdwag123'] |
nobody |
43-19056 1 month ago |
43-57516 43 days ago |
59-14216 59 days |
0 |
| 43128 |
dannyhe652 author:dannyhe652 |
feat(SimpleGraph/Coloring): add edge colorings and missing colors |
## Summary
This PR starts the edge-coloring API needed for Vizing's theorem.
It defines edge colorings as vertex colorings of the line graph, introduces edge
colorability and the chromatic index, and adds the basic local color-set API around a
vertex.
Main additions:
- `vizing.edgeColoring`
- `vizing.edgeColorable`
- `vizing.chromaticIndex`
- `vizing.incidentEdges`
- `vizing.incidentColors`
- `vizing.missingColors`
It also proves the basic cardinality estimates relating incident colors to vertex degree,
including that with more available colors than the degree, some color is missing at the
vertex.
This is the first PR in a stacked development toward Vizing's theorem.
## Co-authors
Co-authored-by: Daniel Raggi <dr495@cam.ac.uk>
Co-authored-by: Aristotle (Harmonic) <aristotle-harmonic@harmonic.fun>
Co-authored-by: Claude Opus 4.5 & 4.6 <noreply@anthropic.com>
---
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|
t-combinatorics
new-contributor
LLM-generated
|
271/0 |
Mathlib.lean,Mathlib/Combinatorics/SimpleGraph/Coloring/EdgeColoring.lean,Mathlib/Combinatorics/SimpleGraph/Coloring/KempeChain.lean,Mathlib/Combinatorics/SimpleGraph/Coloring/KempeChain/Basic.lean |
4 |
6 |
['SnirBroshi', 'dannyhe652', 'github-actions'] |
nobody |
43-2151 1 month ago |
49-12653 49 days ago |
49-12414 49 days |
4 |
| 42468 |
Cobord author:Cobord |
feat: added lambda rings |
Description:
This does lambda rings. It is mostly over rationals so we can concern ourselves only with the psi^n operations and not the more complicated lambda^n operations. Doing the more general case could be another PR. This also includes the Getzler type formulation as the map involving Lambda_R the ring of symmetric functions in countably many variables (which again because R is assumed as [Algebra Q R] is described with it's power sum generators). That is to say the Plethystic action. Homomorphisms of such lambda rings are also covered. In particular, those of inclusions of subrings closed under those psi^n operations. In addition, one of the primary motivating examples of K(GL(n)/P) otimes_Z Q is described as such an instance to provide an example that is not Lambda_R.
This was done with Claude Code for generating initial versions but I had not given a good full prompt about prefering psi^n over lambda^n or using a structure instead of a prop in AdamsHom so I ended up rewriting most of those parts by hand anyway. The exception is the PrimeExtend file which is about only giving the psi^p instead of all of the psi^n, but abstracted away from those particular details per clarifying instructions after an initial version.
Because PrimeExtend is so much, this has a tag of
LLM-generated
In addition even though it is in RingTheory it is highly relevant to
t-combinatorics
in the sense of algebraic combinatorics due to use of ring of symmetric functions in countably many variables. |
t-ring-theory
new-contributor
t-combinatorics
LLM-generated
|
898/0 |
Mathlib.lean,Mathlib/RingTheory/LambdaRing/AdamsHom.lean,Mathlib/RingTheory/LambdaRing/AdamsOperations.lean,Mathlib/RingTheory/LambdaRing/KFlagExample.lean,Mathlib/RingTheory/LambdaRing/PrimeExtend.lean,Mathlib/RingTheory/LambdaRing/SymmetricFunctions.lean |
6 |
4 |
['Cobord', 'github-actions'] |
nobody |
42-50748 1 month ago |
64-76339 64 days ago |
64-76775 64 days |
0 |
| 43087 |
JX-Mo author:JX-Mo |
feat(RepresentationTheory): add Hecke/Basic.lean |
This file defines `HeckeModule` of a representation `ρ` as `Hom_G(k[G ⧸ H], ρ)` and identifies it
with the space of `H`-invariants. |
new-contributor
t-algebra
label:t-algebra$ |
87/0 |
Mathlib.lean,Mathlib/RepresentationTheory/Hecke/Basic.lean |
2 |
8 |
['JX-Mo', 'Whysoserioushah', 'github-actions'] |
nobody |
40-22203 1 month ago |
50-85546 50 days ago |
50-85313 50 days |
0 |
| 43672 |
javgomzar author:javgomzar |
chore(LinearAlgebra/Matrix): add push tags to transpose lemmas |
---
<!-- Your PR title will become the first line of the commit message.
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any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
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[](https://gitpod.io/from-referrer/)
|
t-algebra
new-contributor
label:t-algebra$ |
6/5 |
Mathlib/LinearAlgebra/Matrix/Defs.lean |
1 |
3 |
['github-actions'] |
nobody |
33-83611 1 month ago |
33-86145 33 days ago |
33-85810 33 days |
0 |
| 42424 |
lydia-schiff author:lydia-schiff |
feat(Order/Partition/Finpartition): transport a set partition along a type equivalence |
- Adds `Finpartition.congr` to transport a `Finpartition` along a type equivalence.
- We can use `Finpartition.map` if we have an order-iso, and the equivalence induces one via the new `Finset.congrOrderIso` which is based on `Equiv.finsetCongr`.
- Includes parts, card, refl, and round-trip lemmas.
---
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- `Equiv.finsetCongr` already gives us an equivalence of Finsets, so the new `Finset.congrOrderIso` just adds that the power-set lattice structure is also preserved.
- Includes lemmas showing that the parts are e-images of the old ones, card is preserved, and refl + round-trip for the equivalence.
- The cardinality lemma was the original motivation from some work on Stirling numbers, but I thought that `Finpartition.congr` and `Finset.congrOrderIso` seemed reusable and hopefully useful in their own right, and thought it would make a good first contribution.
- Zulip thread about naming and placement [here](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/.60Finpartition.2Econgr.60.20.E2.80.94.20naming.20.26.20placement)
- I used Claude Opus 4.8 to help draft the proofs and explore the API. I have spent several weeks making sure I understand and can justify every line and I've learned a lot which is great.
[](https://gitpod.io/from-referrer/)
|
t-order
LLM-generated
new-contributor
|
61/0 |
Mathlib/Data/Finset/Image.lean,Mathlib/Order/Partition/Finpartition.lean |
2 |
6 |
['github-actions', 'lydia-schiff', 'mathlib-merge-conflicts'] |
nobody |
33-66768 1 month ago |
33-71225 33 days ago |
60-55452 60 days |
0 |
| 41523 |
Harmenszoon author:Harmenszoon |
feat(Analysis/SpecialFunctions): add the Chase-Lovett diagonal reduction for binEntropy |
This PR adds the two-variable entropy inequality of Chase and Lovett ([arXiv:2211.11689](https://arxiv.org/abs/2211.11689), Lemma 2.2): for `x, y ∈ [0, 1]`,
```
x * binEntropy y + y * binEntropy x ≤ 2 * sqrt (x * y) * binEntropy (sqrt (x * y))
```
in a new leaf file `Mathlib/Analysis/SpecialFunctions/BinaryEntropy/Diagonal.lean`, together with its `negMulLog (1 - ·)` half (`Real.mul_negMulLog_one_sub_add_le`) and a `private` concavity layer for the comparison function `η u = exp u * negMulLog (1 - exp (-u))`. Two entries are added to `docs/references.bib` (Chase–Lovett arXiv:2211.11689, Boppana arXiv:2301.09664).
**Motivation.** This inequality is the reusable reduction step behind the recent entropic lower bounds for Frankl's union-closed sets conjecture (Gilmer; Alweiss–Huang–Sellke; Chase–Lovett; Sawin; Boppana): it reduces two-variable inequalities of Boppana type `K * (x * h y + y * h x) ≤ h (x * y)` to one-variable inequalities `2 * K * t * h t ≤ h (t ^ 2)`. `Mathlib/Analysis/SpecialFunctions/BinaryEntropy.lean` currently contains calculus basics for `binEntropy` only, and no inequality of this family; I checked current master for collisions before opening this. A kernel-checked downstream application — a complete Lean formalization of the union-closed lower bound at the constant `(3 - √5)/2` that uses exactly this reduction — is public at https://github.com/demonstrandum-research/artifacts (the `UCFrankl` development), which I maintain.
**Proof shape** (one page of calculus): substituting `x = exp (-u)`, the inequality becomes midpoint concavity of `η` on `[0, ∞)`; the `negMulLog (x * y)` parts of the two sides cancel exactly, the `negMulLog (1 - ·)` parts transfer to `η` via the identity `x * η (-log x) = negMulLog (1 - x)`, and `η'' ≤ 0` reduces to `log t ≤ t - 1`. Stating `η` through `negMulLog` absorbs the `0 * log 0` boundary behaviour, so no separate edge-case argument is needed at `x = 1`.
**Design notes / open questions for reviewers.**
- Hypotheses are stated as `0 ≤ x`/`x ≤ 1` pairs rather than `x ∈ Set.Icc 0 1`; happy to convert if the membership form is preferred.
- The `η`-machinery is `private`; it could be exposed if judged independently useful.
- File placement: a new `BinaryEntropy/Diagonal.lean` leaf keeps the import footprint of `BinaryEntropy.lean` unchanged (the proof needs `Analysis.Convex.Deriv`); merging into the main file is also possible if preferred.
- Naming: `mul_binEntropy_add_mul_binEntropy_le` / `mul_negMulLog_one_sub_add_le` follow the conclusion-based convention but I am glad to rename.
**AI disclosure** (per the [mathlib AI policy](https://leanprover-community.github.io/contribute/index.html)): the Lean code in this PR was generated by LLM agents (Anthropic's Claude, running in an agent pipeline that I operate under the name Demonstrandum), and was then compile-verified against mathlib and reviewed by me. This PR description was also prepared with AI assistance and reviewed by me. The proof is elementary calculus as summarized above; I understand it and take full responsibility for the contribution. I am adding the `LLM-generated` label as required. The downstream `UCFrankl` development linked above (kernel-checked, axioms `[propext, Classical.choice, Quot.sound]` only) is the evidence that the lemma carries real weight in applications.
---
- [x] depends on: nothing
|
t-analysis
LLM-generated
new-contributor
|
227/0 |
Mathlib.lean,Mathlib/Analysis/SpecialFunctions/BinaryEntropy/Diagonal.lean,docs/references.bib |
3 |
5 |
['Harmenszoon', 'Timeroot', 'github-actions'] |
nobody |
33-45687 1 month ago |
97-34491 97 days ago |
97-34156 97 days |
0 |
| 43621 |
Whning0513 author:Whning0513 |
feat(Data/List): add basic API for toChunks |
Adds basic API lemmas for `List.toChunks`: flattening recovers the input, chunks are nonempty sublists, and their lengths are bounded by the chunk size.
This addresses the `Data/List/Basic: SP: toChunks` item in #7987.
Tests:
- `lake env lean Mathlib/Data/List/ToChunks.lean`
- `lake build Mathlib.Data.List.ToChunks`
- `lake exe runLinter Mathlib.Data.List.ToChunks`
AI use: OpenAI Codex was used to rebase the branch, run the checks above, and submit this pull request. The code and proofs were written and reviewed by the author. |
t-data
new-contributor
|
119/0 |
Mathlib.lean,Mathlib/Data/List/ToChunks.lean |
2 |
8 |
['copilot-pull-request-reviewer', 'github-actions', 'theebayuser'] |
nobody |
33-31407 1 month ago |
35-1237 35 days ago |
35-902 35 days |
0 |
| 40050 |
ReemMelamed author:ReemMelamed |
feat(Algebra/Group/GreensRelations): add definitions for Green's relations |
This PR introduces the foundational definitions for Green's relations (L, R, H, D, and J) on semigroups.
This is the first in a series of PRs aimed at formalizing Green's relations for semigroups.
[Zulip](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Formalization.20of.20Green.27s.20Relations.20for.20semigroups/with/598557876)
---
- [x] depends on: #40843
|
t-algebra
new-contributor
label:t-algebra$ |
505/0 |
Mathlib.lean,Mathlib/Algebra/Group/GreensRelations/Basic.lean |
2 |
33 |
['ReemMelamed', 'YaelDillies', 'YanYablonovskiy', 'github-actions', 'mathlib-bors', 'mathlib-dependent-issues'] |
nobody |
33-9768 1 month ago |
33-10534 33 days ago |
53-1349 53 days |
1 |
| 43702 |
theebayuser author:theebayuser |
feat(LinearAlgebra/AffineSpace): add Varignon's theorem |
Hello, this PR introduces Varignon's theorem.
Varignon's theorem states that the midpoints of the sides of a quadrilateral form a parallelogram. More precisely, `midpoint_midpoint_midpoint_rotate` states: the two diagonals of the midpoint quadrilateral have the same midpoint.
This PR was written with AI assistance (Claude Code)
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
22/2 |
Mathlib/LinearAlgebra/AffineSpace/Midpoint.lean,docs/1000.yaml |
2 |
7 |
['github-actions', 'theebayuser', 'wwylele'] |
nobody |
32-77185 1 month ago |
33-36857 33 days ago |
33-36522 33 days |
0 |
| 42313 |
deancureton author:deancureton |
feat(RingTheory): embDomain composition and range, Laurent series expansion |
Add to the Hahn series API:
- `embDomain_embDomain` (composition of domain embeddings)
- `mem_range_embDomain_iff` (range of `embDomain` is characterized by support containment)
Add to the Laurent series API:
- the expansion ring endomorphism `LaurentSeries.expand` with its monomial and `orderTop` lemmas
- follows the pattern of `Polynomial.expand`, `MvPolynomial.expand`, `PowerSeries.expand`
- its opposite `LaurentSeries.contract`, with the decomposition of a Laurent series by exponent residues mod `n` (`sum_single_mul_expand_contract`) and its uniqueness (`contract_eq_of_sum_eq`)
- `exists_ofPowerSeries_eq_of_orderTop_nonneg`
This is the first of a series of PRs formalizing Puiseux series and Puiseux's theorem (entry 41 of Freek Wiedijk's 100 theorems list). |
t-ring-theory
new-contributor
LLM-generated
|
116/0 |
Mathlib/RingTheory/HahnSeries/Basic.lean,Mathlib/RingTheory/LaurentSeries.lean |
2 |
16 |
['deancureton', 'github-actions', 'wwylele'] |
nobody |
32-70542 1 month ago |
62-49787 62 days ago |
74-53187 74 days |
0 |
| 41241 |
intgrah author:intgrah |
feat(Order/Category): cartesian closed and distributive structure on PartOrd and Preord |
Give `PartOrd` and `Preord` `CartesianMonoidalCategory`, `MonoidalClosed`, and `IsCartesianDistributive` instances.
---
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Co-authors in the squash commit are gathered from two sources:
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may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
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Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
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Any other comments you want to keep out of the PR commit should go
below the `---`, and placed outside this HTML comment, or else they
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- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
new-contributor
t-order
|
267/0 |
Mathlib.lean,Mathlib/Order/Category/PartOrd/CartesianClosed.lean,Mathlib/Order/Category/PartOrd/Colimits.lean,Mathlib/Order/Category/PartOrd/Reflective.lean,Mathlib/Order/Category/Preord/CartesianClosed.lean,Mathlib/Order/Category/Preord/Colimits.lean,Mathlib/Order/Category/Preord/Reflective.lean,Mathlib/Tactic/Linter/DirectoryDependency.lean |
8 |
7 |
['github-actions', 'intgrah', 'thomaskwaring'] |
nobody |
32-69484 1 month ago |
34-51365 34 days ago |
105-858 105 days |
0 |
| 42363 |
ghseeli author:ghseeli |
feat(Combinatorics): card_le_card_biUnion_of_card_le_card |
This PR contributes a lemma to combinatorics, `card_le_card_biUnion_of_card_le_card`. this is a set theoretic corollary of a double counting result proved for bipartite graphs (`Finset.sum_card_bipartiteAbove_eq_sum_card_bipartiteBelow`). This result was needed for our Latin Square PR https://github.com/leanprover-community/mathlib4/pull/36698. This result was proved in less general terms in that PR, but is independent of Latin Square considerations and so we have generalized and moved it into this file.
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
to the commit message, and can be used to give additional context or
details. Please leave a blank newline before the `---`, otherwise GitHub
will format the text above it as a title.
For details on the "pull request lifecycle" in mathlib, please see:
https://leanprover-community.github.io/contribute/index.html
In particular, note that most reviewers will only notice your PR
if it passes the continuous integration checks.
Please ask for help on https://leanprover.zulipchat.com if needed.
When merging, all the commits will be squashed into a single commit
listing all co-authors.
Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
the commit message (that is, directly before the `---`) using the following format:
Co-authored-by: Author Name <author@email.com>
If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
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Deletions:
- Nat.bit1_add_bit1
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- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
t-combinatorics
new-contributor
|
38/0 |
Mathlib/Combinatorics/Enumerative/DoubleCounting.lean |
1 |
16 |
['cjrl', 'github-actions', 'vlad902', 'wwylele'] |
nobody |
30-56546 1 month ago |
60-46287 60 days ago |
73-37470 73 days |
1 |
| 42487 |
bocowgill author:bocowgill |
feat(Algebra/BigOperators/Group/Finset/Powerset): add nested powersetCard identities |
This PR adds product and sum identities for nested collections of fixed-cardinality subsets. For `r ≤ k`, each `r`-element subset of a finite set `s` is contained in exactly
`Nat.choose (s.card - r) (k - r)`
of the `k`-element subsets of `s`. Thus, a sum over the `r`-element subsets of every `k`-element subset reduces to this multiplicity, times a single sum over `s.powersetCard r`. The product version is the analogous power identity.
The proof exchanges the order of the two big operators using `Finset.prod_comm'`. It then counts each fiber with `Finset.card_filter_powersetCard_subset`. The additive identities are generated with `to_additive`. The PR also provides the useful elementwise specialization `r = 1`.
**Motivation**: These results provide reusable weighted double-counting tools for finite combinatorics. They are useful in arguments about uniform set systems, incidence relations, and sums or products over fixed-cardinality subsets.
---
### LLM disclosure
For theorem planning and Lean implementation, I used OpenAI Codex substantially. I also used Codex to search Mathlib and open PRs for related results, suggest naming and documentation, iterate on the proofs, audit import dependencies, and validate the commits locally.
I personally reviewed the mathematical statements and Lean code line-by-line, including the naming and API choices. I also confirmed that I can explain each step of the proofs.
For the current revision, I ran a targeted build of `Mathlib.Algebra.BigOperators.Group.Finset.Powerset`, the style and environment linters, and `git diff --check`. I also inspected the generated additive declarations and axiom dependencies, and tested an alternative proof using explicit incidence finsets. The complete GitHub CI suite passes.
This is one of my earliest Mathlib contributions. I welcome corrections and suggestions, and I am prepared to revise the PR and learn from the review. |
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
27/0 |
Mathlib/Algebra/BigOperators/Group/Finset/Powerset.lean |
1 |
17 |
['bocowgill', 'github-actions', 'pepamontero'] |
nobody |
30-17023 1 month ago |
30-38821 30 days ago |
68-66843 68 days |
0 |
| 43824 |
xingzhicn author:xingzhicn |
feat(Order/Submodular): define submodular functions and diminishing returns |
This PR defines submodular, supermodular, and modular functions on general lattices, and proves the diminishing returns property on finite sets.
Main definitions:
- `IsSubmodular f`: `∀ a b, f (a ⊓ b) + f (a ⊔ b) ≤ f a + f b`
- `IsSupermodular f`: `∀ a b, f a + f b ≤ f (a ⊓ b) + f (a ⊔ b)`
- `IsModular f`: `∀ a b, f (a ⊓ b) + f (a ⊔ b) = f a + f b`
Main results:
- `isModular_iff_submodular_and_supermodular`: a function is modular iff it is both submodular and supermodular.
- `IsSubmodular.add_insert_le`: diminishing returns on `Finset`: for `s ⊆ t` and `x ∉ t`, `f s + f (insert x t) ≤ f (insert x s) + f t`.
This lays the foundation for discrete convex analysis, combinatorial optimization, and matroid rank theory.
---
|
t-order
new-contributor
|
120/0 |
Mathlib.lean,Mathlib/Order/Submodular.lean |
2 |
15 |
['JX-Mo', 'github-actions', 'pepamontero', 'vlad902'] |
nobody |
26-81792 26 days ago |
29-37228 29 days ago |
29-36893 29 days |
0 |
| 42380 |
matt-w-horn author:matt-w-horn |
feat(Algebra/Ring): add sum_range_id_mul_geometric_add |
Over a `CommRing`: `∑ k < m, k * (x ^ k * (1 - x)) + m * x ^ m = ∑ k ∈ Icc 1 m, x ^ k`. Summation by parts for the geometric sum; it computes the mean of a censored geometric distribution, which #42381 adds.
Used in Overload, a library on retry and overload dynamics, where it's stated over `ℝ` with a side condition that turns out to be unnecessary: https://github.com/matt-w-horn/overload/blob/4ecbebf/Overload/Retry/Amplification.lean
Claude Fable wrote the Lean from a spec I gave it. I reviewed and tested it myself, including adversarial tests and the suites in the library above, and did the same for its dependencies.
Assisted-by: Claude Fable 5 |
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
14/0 |
Mathlib/Algebra/Ring/GeomSum.lean |
1 |
4 |
['github-actions', 'matt-w-horn'] |
nobody |
25-67545 25 days ago |
62-56569 62 days ago |
62-56234 62 days |
0 |
| 42188 |
arcaputo3 author:arcaputo3 |
feat(Combinatorics/SimpleGraph): the line graph signature identity |
For a finite simple graph `G` with `n` vertices and `m` edges, we prove the classical identity
`s(A(L(G))) = n - m + p - q`
where `s` is the signature of the (real) adjacency matrix of the line graph `L(G)`, and `(p, q)` are the numbers of positive/negative eigenvalues of `Q(G) - 2•1`, with `Q(G) = D(G) + A(G)` the signless Laplacian, all counted with multiplicity.
The proof is the Gram-pairing argument: the `V × E(G)` incidence matrix `B` satisfies `Bᵀ * B = A(L(G)) + 2•1` and `B * Bᵀ = Q(G)`, and the two products have equal nonzero spectra by `Matrix.charpoly_mul_comm'`. Eigenvalue counts are transported along the resulting root-multiset identity.
New declarations:
- `Mathlib/Analysis/Matrix/Inertia.lean`: the inertia indices `Matrix.IsHermitian.posInertia` / `negInertia` / `signature` of a real symmetric matrix, and `Matrix.IsHermitian.charpoly_add_smul_one` / `roots_charpoly_add_smul_one` (the characteristic polynomial of `A + c • 1` splits over the shifted eigenvalues).
- `Mathlib/Combinatorics/SimpleGraph/LineGraphSignature.lean`: `SimpleGraph.signlessLapMatrix`, `SimpleGraph.edgeIncMatrix` (the `V × E(G)`-indexed incidence matrix) together with the two Gram identities above (stated over an arbitrary (non-assoc) semiring), a `DecidableRel` instance for `lineGraph.Adj`, and the main theorem `SimpleGraph.signature_adjMatrix_lineGraph`.
---
**AI disclosure** (per the mathlib policy on AI-assisted contributions): this PR was formalized end-to-end with Claude Code (Anthropic model Claude Fable 5). The choice of statement and the decision to contribute are mine; the Lean proofs were authored by the tool and verified by compilation. `#print axioms SimpleGraph.signature_adjMatrix_lineGraph` reports `[propext, Classical.choice, Quot.sound]`.
Notes for reviewers:
- `signlessLapMatrix` could alternatively live in `Mathlib/Combinatorics/SimpleGraph/LapMatrix.lean`, and the `DecidableRel G.lineGraph.Adj` instance in `LineGraph.lean`; happy to move them.
- The inertia API is deliberately minimal (what the main theorem needs); extensions (e.g. rank/inertia relations, congruence invariance / Sylvester's law) would be natural follow-ups.
- I do not yet have push access to non-master mathlib branches, so this PR comes from a fork; happy to move the branch onto the main repository once access is granted.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
new-contributor
LLM-generated
t-combinatorics
|
326/0 |
Mathlib.lean,Mathlib/Analysis/Matrix/Inertia.lean,Mathlib/Combinatorics/SimpleGraph/LineGraphSignature.lean |
3 |
2 |
['github-actions'] |
nobody |
24-48378 24 days ago |
77-84393 77 days ago |
77-84058 77 days |
0 |
| 43216 |
JadAbouHawili author:JadAbouHawili |
feat(Combinatorics/SimpleGraph/Clique): independence number is zero iff the graph has no vertices |
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
to the commit message, and can be used to give additional context or
details. Please leave a blank newline before the `---`, otherwise GitHub
will format the text above it as a title.
For details on the "pull request lifecycle" in mathlib, please see:
https://leanprover-community.github.io/contribute/index.html
In particular, note that most reviewers will only notice your PR
if it passes the continuous integration checks.
Please ask for help on https://leanprover.zulipchat.com if needed.
When merging, all the commits will be squashed into a single commit
listing all co-authors.
Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
the commit message (that is, directly before the `---`) using the following format:
Co-authored-by: Author Name <author@email.com>
If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
Any other comments you want to keep out of the PR commit should go
below the `---`, and placed outside this HTML comment, or else they
will be invisible to reviewers.
If this PR depends on other PRs, please list them below this comment,
using the following format:
- [ ] depends on: #abc [optional extra text]
- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
new-contributor
t-combinatorics
|
46/3 |
Mathlib/Combinatorics/SimpleGraph/Clique.lean |
1 |
45 |
['JadAbouHawili', 'SnirBroshi', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
24-48318 24 days ago |
38-73855 38 days ago |
42-49710 42 days |
0 |
| 42971 |
ashebson author:ashebson |
fix(ProfiniteGrp): simplify explicit limit projections |
The naturality proof for `ProfiniteCompletion.lift` previously needed a brittle pointwise `change`. The underlying problem was that simplification crossed several semireducible diagram/forgetful-functor boundaries at once, producing terms that are definitionally equal but no longer type-correct at implicit transparency.
This PR:
- makes the two finite-quotient diagram composites reducible abbreviations;
- states `quotientMap` using the diagram object types and maps it through the existing `FiniteGrp ⥤ ProfiniteGrp` forgetful functor;
- adds a pointwise rewrite lemma for an explicit limit projection followed by a mapped finite-group morphism (with its additive counterpart); and
- rewrites `ProfiniteCompletion.lift` naturality through that API while keeping the limit point bundled, removing the problematic pointwise `change`.
--------
## AI disclosure
AI (OpenAI Codex) was used extensively for this PR. It was used to:
- investigate the original TODO and reproduce why `dsimp` failed;
- explore and discard several possible fixes;
- identify the semireducible diagram/forgetful-functor boundaries involved;
- design and implement the final `ProfiniteGrp` API simplification and `ProfiniteCompletion.lift` proof changes;
- run the relevant Lean builds and direct compilation checks; and
- draft the commit message and PR description.
The final changes were reviewed through the resulting diff and verified locally.
|
t-topology
new-contributor
LLM-generated
|
29/12 |
Mathlib/Topology/Algebra/Category/ProfiniteGrp/Basic.lean,Mathlib/Topology/Algebra/Category/ProfiniteGrp/Completion.lean,Mathlib/Topology/Algebra/Category/ProfiniteGrp/Limits.lean |
3 |
9 |
['ashebson', 'github-actions', 'grunweg', 'mathlib-bors', 'mathlib-merge-conflicts'] |
nobody |
24-22278 24 days ago |
24-23500 24 days ago |
37-68352 37 days |
0 |
| 43886 |
gabriel-turinici author:gabriel-turinici |
feat(Analysis/Asymptotics): add Filter.Tendsto.weighted_cesaro_smul |
Adds `Filter.Tendsto.weighted_cesaro_smul`, a weighted (Toeplitz-type) generalization of `Filter.Tendsto.cesaro_smul`: if `S k → L` and `w k ≥ 0` has divergent partial sums, the weighted running average of `S` w.r.t. `w` also tends to `L`. Recovers `cesaro_smul` as the `w ≡ 1` case. Also adds `weighted_cesaro`, the real-valued convenience wrapper mirroring `cesaro`.
This is a small building block toward a planned follow-up PR formalizing Kronecker's lemma, at its turn needed in some stochastic analysis setting.
---
**AI disclosure**: this proof was developed using formatting assistance, library search and code corrections from Claude Code (Claude Sonnet 5) and a personal LLM automation. Alternative, shorter, proofs can be obtained with `IsLittleO`-style but that style seems too recent for me now.
[](https://gitpod.io/from-referrer/) |
t-analysis
new-contributor
LLM-generated
|
81/0 |
Mathlib/Analysis/Asymptotics/SpecificAsymptotics.lean |
1 |
2 |
['github-actions'] |
nobody |
24-1587 24 days ago |
27-56966 27 days ago |
27-56631 27 days |
0 |
| 29744 |
espottesmith author:espottesmith |
feat(Combinatorics): define directed hypergraphs |
This PR defines directed hypergraphs:
```
@[ext]
structure DiHypergraph (α : Type*) where
/-- The vertex set -/
vertexSet : Set α
/-- The edge set -/
edgeSet : Set ((Set α) × (Set α))
/-- Each edge is a pair (s, d), where s ⊆ vertexSet and d ⊆ vertexSet -/
edge_src_dst_isSubset_vertexSet' : ∀ ⦃e⦄, e ∈ edgeSet → e.1 ⊆ vertexSet ∧ e.2 ⊆ vertexSet
```
Additional definitions:
- tail/head stars and negative/positive stars
- some special cases (B-Graph, F-Graph, BF-Graph, and what I'm calling a "non-endless" dihypergraph, where neither the source/tail nor the destination/head are empty)
- Vertex and (hyper)edge adjacency
- isolated vertices
- empty and nonempty dihypergraphs
The design employed here is based off of #28613, but this PR does not depend on that one.
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics
new-contributor
|
290/0 |
Mathlib.lean,Mathlib/Combinatorics/DiHypergraph/Basic.lean |
2 |
12 |
['SnirBroshi', 'b-mehta', 'espottesmith', 'github-actions', 'mathlib4-merge-conflict-bot', 'pimotte'] |
nobody |
23-72905 23 days ago |
114-81127 114 days ago |
251-84540 251 days |
1 |
| 43780 |
SashaIr author:SashaIr |
feat: q-analogs |
An implementation of q-analogs, q-binomials, and counting results.
---
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|
new-contributor
t-combinatorics
|
965/0 |
Mathlib.lean,Mathlib/Combinatorics/QAnalog/Basic.lean,Mathlib/Combinatorics/QAnalog/Binomial.lean,Mathlib/Combinatorics/QAnalog/Counting.lean,Mathlib/Combinatorics/QAnalog/Subspace.lean |
5 |
7 |
['SashaIr', 'SnirBroshi', 'b-mehta', 'github-actions'] |
nobody |
23-63648 23 days ago |
30-61618 30 days ago |
30-61639 30 days |
0 |
| 38334 |
8e7 author:8e7 |
feat(Combinatorics/SimpleGraph/TreeDecomp): define tree decompositions |
Add definition for tree decompositions on simple graphs. Define the tree width of a simple graph and prove basic statements and conversions.
```lean
structure TreeDecomp (G : SimpleGraph V) (W : Type) where
/-- The set of vertices in each bag. -/
bag : W → Finset V
/-- The graph adjacency relation of bags. -/
tree : SimpleGraph W
/-- T must be a tree. -/
isTree : IsTree tree
/-- All vertices in G must appear in some bag. -/
vertexCover : ∀ v : V, ∃ w : W, v ∈ bag w
/-- For any edge (u, v) in G, there is a bag containing both u and v. -/
edgeCover ⦃u v : V⦄ : G.Adj u v → ∃ w : W, u ∈ bag w ∧ v ∈ bag w
/-- For any vertex v in G, the set of bags that contain v is preconnected. -/
connectedBags : ∀ v : V, (tree.induce ({w | v ∈ bag w})).Preconnected
```
AI Usage: Some proofs are written with the help of Claude Code, and everything has been manually reviewed.
---
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[](https://gitpod.io/from-referrer/)
|
new-contributor
t-combinatorics
LLM-generated
|
395/0 |
Mathlib.lean,Mathlib/Combinatorics/SimpleGraph/TreeDecomp.lean |
2 |
42 |
['8e7', 'SnirBroshi', 'YaelDillies', 'github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts'] |
nobody |
23-45689 23 days ago |
80-33727 80 days ago |
104-16727 104 days |
1 |
| 43953 |
hasjack author:hasjack |
feat(Combinatorics/SimpleGraph/LapMatrix): bound Laplacian eigenvalues by `|V|` |
Prove that every Laplacian eigenvalue of a finite simple graph is at most
the number of vertices, via comparison of the Rayleigh quotient with the
complete graph. Also record the underlying quadratic-form bound
`xᵀ L x ≤ |V| · ‖x‖²`.
---
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[](https://gitpod.io/from-referrer/)
Adds `dotProduct_mulVec_lapMatrix_le_card` and `eigenvalues_lapMatrix_le_card`
in `LapMatrix.lean` only. The claim is the uniform bound `λ ≤ |V|` for every
indexed eigenvalue; it does not assert `|V| ∈ spectrum` for every graph.
Searched existing LapMatrix API (PSD, `zero_mem_spectrum_lapMatrix`,
`lapMatrix_top`) and did not find a card upper bound under another name.
Happy to rename if a preferred lemma already exists. |
new-contributor
t-combinatorics
LLM-generated
|
37/1 |
Mathlib/Combinatorics/SimpleGraph/LapMatrix.lean,Mathlib/Data/Matrix/Mul.lean |
2 |
61 |
['Parcly-Taxel', 'SnirBroshi', 'github-actions', 'hasjack'] |
nobody |
23-3601 23 days ago |
23-50620 23 days ago |
25-44421 25 days |
0 |
| 41947 |
hawkrobe author:hawkrobe |
feat(Order/Antisymmetrization): comparable minimal elements are equivalent |
a minimal element is antisymmetrically equivalent to every comparable element satisfying the predicate, so two comparable minimal elements are equivalent in a preorder and equal in a partial order (Mathlib has the partial-order form `Minimal.eq_of_ge` but not the preorder form.)
---
[](https://gitpod.io/from-referrer/) |
new-contributor
t-order
|
25/4 |
Mathlib/Logic/Relation.lean,Mathlib/Order/Antisymmetrization.lean,Mathlib/Order/Bounds/Basic.lean |
3 |
3 |
['github-actions', 'hawkrobe'] |
nobody |
22-79264 22 days ago |
86-36912 86 days ago |
86-36577 86 days |
0 |
| 44099 |
xiahongchi author:xiahongchi |
feat: maximize concave functions at stationary points |
Adds two first-order maximum principles for real concave functions:
* `ConcaveOn.le_of_hasDerivAt_eq_zero`
* `ConcaveOn.isGreatest_of_hasDerivAt_eq_zero`
They use the existing secant-slope bounds and require differentiability only at the candidate maximizer.
Tested by compiling `Mathlib/Analysis/Convex/Deriv.lean` locally. |
t-analysis
new-contributor
|
31/0 |
Mathlib/Analysis/Convex/Deriv.lean |
1 |
3 |
['github-actions'] |
nobody |
21-46455 21 days ago |
21-47685 21 days ago |
21-47350 21 days |
0 |
| 44103 |
xiahongchi author:xiahongchi |
feat: equate derivatives of ordered functions at contact points |
This adds Fréchet-derivative and scalar-derivative lemmas saying that two everywhere-ordered real-valued functions have equal derivatives wherever they agree. The proof applies Fermat’s theorem to their nonnegative difference.
This packages and generalizes the scalar envelope argument from Bryan Sanchez’s `NSBlwChain/Caveats/C2_Envelope.lean` at `Brsanch/ns-lean-proofs@b73f537d1646165fbdc0993c5b2e223355dc3469` (MIT).
The new declarations elaborate under the released toolchain; compiling the current master file there reports only one pre-existing current-Lean field-notation incompatibility before the new code. Current-toolchain CI is authoritative. |
t-analysis
new-contributor
|
20/0 |
Mathlib/Analysis/Calculus/LocalExtr/Basic.lean |
1 |
2 |
['github-actions'] |
nobody |
21-44770 21 days ago |
21-46029 21 days ago |
21-45991 21 days |
0 |
| 41728 |
vaca22 author:vaca22 |
feat(GroupTheory): prove uniqueness of ℤᵐ⁰ automorphisms |
Prove that every order-preserving multiplicative automorphism of ℤᵐ⁰ is the identity. This also gives a Unique instance for its automorphism type and a Subsingleton instance for order-preserving multiplicative normalizations from G to ℤᵐ⁰.
The proof transports an automorphism through WithZero.exp and WithZero.log to an additive automorphism of ℤ, then excludes negation by monotonicity.
------------
**AI disclosure**: this PR is primarily LLM-generated (Claude Code).
|
t-group-theory
new-contributor
LLM-generated
|
58/0 |
Mathlib/GroupTheory/ArchimedeanDensely.lean |
1 |
16 |
['github-actions', 'grunweg', 'tb65536', 'vaca22', 'wwylele'] |
nobody |
21-35596 21 days ago |
38-80983 38 days ago |
53-38790 53 days |
0 |
| 44137 |
MrBrain295 author:MrBrain295 |
chore(Combinatorics/SimpleGraph): golf `Coloring.odd_length_iff_not_c… |
…ongr`
---
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|
t-combinatorics
new-contributor
|
1/2 |
Mathlib/Combinatorics/SimpleGraph/Coloring/Constructions.lean |
1 |
2 |
['github-actions'] |
nobody |
20-78274 20 days ago |
20-79517 20 days ago |
20-79182 20 days |
0 |
| 39212 |
emlis42 author:emlis42 |
feat(Algebra/ContinuedFractions): add `partNumsStream'` and `partNumsStream'` |
This PR adds `partNumsStream'` and `partDensStream'`, which provide infinite stream representations for the sequences of partial numerators and denominators of a generalized continued fraction. |
t-algebra
new-contributor
label:t-algebra$ |
68/36 |
Mathlib/Algebra/ContinuedFractions/Basic.lean,Mathlib/Algebra/ContinuedFractions/ContinuantsRecurrence.lean,Mathlib/Algebra/ContinuedFractions/Determinant.lean,Mathlib/Algebra/ContinuedFractions/Euler.lean,Mathlib/Algebra/ContinuedFractions/Translations.lean |
5 |
7 |
['emlis42', 'eric-wieser', 'github-actions', 'grunweg', 'mathlib-merge-conflicts'] |
alreadydone assignee:alreadydone |
19-76863 19 days ago |
19-79007 19 days ago |
153-85916 153 days |
0 |
| 41920 |
junjihashimoto author:junjihashimoto |
feat(Analysis/CliffordAlgebra): the pseudoscalar of Cl(n,0) and its complex structure |
We study the Clifford algebra of Euclidean `n`-space (the quadratic form `x ↦ ⟪x, x⟫_ℝ` on `EuclideanSpace ℝ (Fin n)`). The pseudoscalar `ω = e₀ ⋯ eₙ₋₁` satisfies
* `ω * ω = (-1) ^ (n.choose 2)` (`pseudoscalar_mul_pseudoscalar'`),
* `γᵢ * ω = (-1) ^ (n - 1) • (ω * γᵢ)` (`γ_mul_pseudoscalar`),
so it is central for odd `n`, and a square root of `-1` iff `n ≡ 2, 3 [MOD 4]`. In that case left multiplication by `ω` is a complex structure: we provide a scoped `Module ℂ` instance (via `Complex.liftAux` and `Module.compHom`; no commutation is needed for a module structure, which covers the non-central case `n ≡ 2 [MOD 4]`), and for `n ≡ 3 [MOD 4]` an `Algebra ℂ` structure as a non-instance def.
The sign computations are done by moving a generator through a product of distinct generators (`γ_mul_prod`, `γ_mul_prod_mem`, `prod_sq`), with no case analysis on `n`.
In a follow-up PR this makes the Clifford–Fourier transform (Ebling–Scheuermann) an instance of the ordinary vector-valued Fourier transform, giving Plancherel's theorem and the inversion formula.
- [ ] depends on: (nothing)
|
t-analysis
new-contributor
|
303/0 |
Mathlib.lean,Mathlib/Analysis/CliffordAlgebra/Euclidean.lean |
2 |
5 |
['eric-wieser', 'github-actions', 'j-loreaux'] |
urkud assignee:urkud |
19-46591 19 days ago |
87-7642 87 days ago |
87-7807 87 days |
1 |
| 42955 |
mpacholski author:mpacholski |
feat(diffgeo): add Hom-bundle support and fix pullback base points in T% elaborator |
# Changes
## `Mathlib/Geometry/Manifold/Notation.lean`
* **Add support for pullback bundles:** Replaced the hardcoded bound variable `x` with the dynamically extracted argument `arg`, which allows for using elaborator `T%` with pullback bundles, where the base point lies in a different manifold, e.g. `v : Π (m : M), E₁ (b m)`, where `b : M → B`.
* **Add support for Hom-bundles:** The elaborator now supports sections of Hom-bundles (`ContinuousLinearMap` between two fiber bundles, e.g. `ϕ : ∀ x, (E₁ x →L[𝕜] E₂ x`). It also supports the case where the base point lies in a different manifold (e.g. `ϕ : ∀ x, (E₁ (b x) →L[𝕜] E₂ (b x))`)
* **Support nested `TangentSpace`:** Modified `findModelFiber?` to natively intercept `TangentSpace` applications and extract the model fiber at index 2. This prevents typeclass synthesis failures when `TangentSpace` is used inside a Hom-bundle.
## `MathlibTest/DifferentialGeometry/Notation/Basic.lean`
* **Added tests for all the new usecases** this includes pullback bundles, Hom-bundles, pullback Hom-bundles, and Hom-bundles where one of the fibers is a `TangentSpace`.
## `Mathlib/Geometry/Manifold/VectorBundle/Hom.lean`
* **Refactor `Hom.lean`:** Replaced verbose `TotalSpace.mk'` boilerplate in with the newly supported `T%` syntax (e.g. `MDiffAt[s] T% ϕ x` instead of `MDiffAt[s] (fun m ↦ TotalSpace.mk' (F₁ →L[𝕜] F₂) (E := fun (x : B) ↦ (E₁ x →L[𝕜] E₂ x)) (b m) (ϕ m)) x)`
# Use of AI
The help of AI was used in writing the code in `Mathlib/Geometry/Manifold/Notation.lean`. It was hence manually edited to simplify the code as much as possible. While the author is not yet an expert in metaprogramming in Lean, he is willing to learn and receive feedback, and put all the effort to understand the presented code. The code was carefully tested with different parts of it changed and removed to make sure that every line serves a purpose to provide the expected functionality.
---
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[](https://gitpod.io/from-referrer/)
|
t-differential-geometry
new-contributor
LLM-generated
|
127/36 |
Mathlib/Geometry/Manifold/Notation.lean,Mathlib/Geometry/Manifold/VectorBundle/Hom.lean,MathlibTest/DifferentialGeometry/Notation/Basic.lean |
3 |
5 |
['github-actions', 'grunweg', 'mpacholski'] |
nobody |
19-45686 19 days ago |
54-81298 54 days ago |
54-80963 54 days |
3 |
| 42142 |
philipp-svinger author:philipp-svinger |
feat(Analysis/ODE): peano existence theorem, Tonelli approximation 1 |
Add Tonelli approximation method for ODEs.
Implement the structure IsPeano similar to IsPicardLindelof. Construct a sequence of approximations using Tonelli technique.
First step towards Peano existence
Co-authored-by: Florian Grube <fgrube@math.uni-bielefeld.de>
Co-authored-by: Paul Niessner <pniessner@math.uni-bielefeld.de>
Co-authored-by: Julian Rolfes <jrolfes@math.uni-bielefeld.de>
Co-authored-by: Luke Schleef <lschleef@math.uni-bielefeld.de>
Co-authored-by: Philipp Svinger <psvinger@math.uni-bielefeld.de>
---
We want to add the proof of the Peano existence theorem for ODEs, using Tonelli approximations.
This will be a series of PRs working towards this goal. In this first PR, we
implement the structure IsPeano similar to IsPicardLindelof and construct a sequence of approximations using Tonelli technique. See our further PRs for more information, last: #42148
---
The statements, definitions and proofs were written without AI.
AI was used afterwards to help us to adapt our code to the style and naming conventions.
We also used it in the process of writing a documentation.
<!-- Your PR title will become the first line of the commit message.
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-->
[](https://gitpod.io/from-referrer/)
|
t-analysis
new-contributor
|
207/0 |
Mathlib.lean,Mathlib/Analysis/ODE/Peano.lean |
2 |
24 |
['github-actions', 'mcdoll', 'philipp-svinger', 'sgouezel'] |
sgouezel assignee:sgouezel |
18-64895 18 days ago |
18-65022 18 days ago |
75-27724 75 days |
5 |
| 44221 |
SamuelSchlesinger author:SamuelSchlesinger |
feat(Combinatorics/SetFamily): erdős–rado sunflower lemma |
Define `Set.IsSunflower`, a family of elements of a meet-semilattice whose distinct members pairwise meet in a fixed kernel, with a basic API around it, and then prove the Erdős–Rado sunflower lemma: a family of more than `(p - 1) ^ r * r !` finsets of size at most `r` contains a sunflower with `p` petals, together with the uniform special case.
I use this downstream to show circuit lower bounds on the clique language, but it is used in various areas of complexity and combinatorics.
This PR was assisted by Claude Opus 5.5. In particular, I extracted this from another formalization project that was also assisted by AI.
---
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-->
|
t-combinatorics
new-contributor
LLM-generated
|
215/0 |
Mathlib.lean,Mathlib/Combinatorics/SetFamily/Sunflower.lean,docs/references.bib |
3 |
4 |
['SamuelSchlesinger', 'github-actions'] |
nobody |
18-27148 18 days ago |
18-29429 18 days ago |
18-29094 18 days |
0 |
| 44222 |
SamuelSchlesinger author:SamuelSchlesinger |
feat(Analysis/SpecialFunctions/Stirling): asymptotics of the central binomial coefficient |
Upstreaming `n.centralBinom ~ 4 ^ n / √(π * n)` and its `4 ^ n`-normalised corollaries,
needed for a Razborov–Smolensky `AC⁰[p]` lower bound in a circuit-complexity formalization,
together with the Catalan asymptotic `catalan n ~ 4 ^ n / (√π * n ^ (3 / 2))` as a first
application in Mathlib.
Drafted with Claude Code from my existing proof of the same statement, then revised by me
against Mathlib conventions.
---
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-->
|
t-analysis
LLM-generated
new-contributor
|
85/1 |
Mathlib.lean,Mathlib/Analysis/SpecialFunctions/Stirling.lean,Mathlib/Combinatorics/Enumerative/Catalan/Asymptotics.lean |
3 |
4 |
['SamuelSchlesinger', 'github-actions'] |
nobody |
18-26360 18 days ago |
18-27281 18 days ago |
18-26946 18 days |
0 |
| 41258 |
ungatz author:ungatz |
feat(Analysis/Fourier/FiniteAbelian): add the Donoho-Stark support uncertainty principle |
This adds the Donoho–Stark support uncertainty inequality for the unitary Fourier transform on a finite abelian group, plus the supporting Fourier-inversion machinery indexed by the Pontryagin dual `AddChar G ℂ`.
The headline:
> **Theorem `AddChar.donoho_stark`.** For nonzero `f : G → ℂ`,
> `Fintype.card G ≤ (support f).ncard * (support (fourierTransform f)).ncard`,
> where `fourierTransform f ψ = |G|^(-1/2) * ∑ g, conj (ψ g) * f g` ranges over `ψ : AddChar G ℂ`.
The proof is the elementary (L¹, L∞) duality argument that any harmonic-analysis textbook gives for the classical `ZMod N` case; no Parseval or Cauchy–Schwarz is needed. The finite-abelian generalisation is folklore (stated in Tao–Vu *Additive Combinatorics* and Terras *Fourier Analysis on Finite Groups*); I did not find it formalised in Mathlib or any other major library.
### Why this belongs in Mathlib
Mathlib already has the supporting infrastructure — character theory of finite abelian groups (`Mathlib.Algebra.Group.AddChar`), character orthogonality and Pontryagin duality (`Mathlib.Analysis.Fourier.FiniteAbelian.{Orthogonality, PontryaginDuality}`). The Donoho–Stark inequality is the canonical application of all three, and its absence is a real gap: I needed it for a downstream operator-uncertainty result (a diagonal-operator `rank * Pauli-support` bound on the finite Heisenberg group reduces to it) and ended up proving it from scratch. Beyond that use, it is a standard tool in compressed sensing on finite abelian groups, additive combinatorics, and discrete signal recovery (the 1989 paper has ~3500 citations).
### What's in this PR
A single new file, `Mathlib/Analysis/Fourier/FiniteAbelian/DonohoStark.lean`:
- `AddChar.fourierTransform` — the unitary (symmetric) Fourier transform indexed by `AddChar G ℂ`;
- `AddChar.fourier_inversion` — the inversion formula;
- `AddChar.norm_fourierTransform_le`, `AddChar.norm_le_sum_norm_fourierTransform` — the two `L∞ ≤ |G|^(-1/2) · L¹` triangle bounds;
- `AddChar.donoho_stark` — the support uncertainty inequality.
Design choices I expect questions on, and my defaults:
- **`ℂ` rather than `RCLike`**: matches the cited literature and the cleanest home of `AddChar.norm_apply`; happy to generalise if preferred.
- **`Set.ncard` for support sizes**: avoids needing `DecidableEq ℂ` in the statement.
- **A new sibling file** of `Orthogonality.lean` / `PontryaginDuality.lean` rather than a subsection: orthogonality is the tool, Donoho–Stark is the application; can inline if preferred.
Deliberately *not* included: the diagonal-operator `rank * Pauli-support ≥ 2^n` corollary from my workspace — the Pauli-word machinery has no natural home in `Analysis/Fourier` yet; happy to factor it into a follow-up if there is interest.
### AI usage disclosure
Per the [AI contribution policy](https://leanprover-community.github.io/contribute/index.html): the original Lean proof was generated by **Aristotle** (Harmonic AI's automated proof system) from a dispatch containing the statement and the (L¹, L∞) proof strategy, as part of my PhD research workspace. I audited the delivery line by line against Donoho–Stark 1989 (the dispatch also produced a kernel-checked counterexample to a tempting wrong variant — replacing rank by the count of distinct eigenvalues — which the 2×2 identity falsifies). The file here is my adaptation to Mathlib conventions and to current master (module system, `Set.ncard` statement, robust cast handling in the inversion proof), with final tactic-level repairs done with the assistance of Claude (Anthropic). I understand and can defend every line without AI assistance. Please add the `LLM-generated` label (I cannot set labels myself).
### Test plan
- [x] `lake build Mathlib.Analysis.Fourier.FiniteAbelian.DonohoStark` clean (0 errors, 0 warnings).
- [x] `#print axioms` on all five declarations: `[propext, Classical.choice, Quot.sound]`.
- [x] `lake exe lint-style` clean; all lines ≤ 100 chars.
- [x] `Mathlib.lean` updated in alphabetical position.
- [x] Imports minimal (`PontryaginDuality` + `RCLike.Basic` only).
### Reference
Donoho, D. L. and Stark, P. B. (1989). *Uncertainty principles and signal recovery.* SIAM Journal on Applied Mathematics, **49**(3): 906–931. https://doi.org/10.1137/0149053
---
|
t-analysis
new-contributor
LLM-generated
|
283/0 |
Mathlib.lean,Mathlib/Analysis/Fourier/FiniteAbelian/DonohoStark.lean |
2 |
4 |
['YaelDillies', 'copilot-pull-request-reviewer', 'felixpernegger', 'github-actions'] |
fpvandoorn assignee:fpvandoorn |
17-46581 17 days ago |
104-52268 104 days ago |
104-51933 104 days |
0 |
| 43229 |
yui9696 author:yui9696 |
feat(Probability/Moments): probability generating function |
Define the probability generating function `pgf X μ t = μ[t ^ X]` of an `ℕ`-valued random variable, mirroring the `mgf` API in `Mathlib/Probability/Moments/Basic.lean`.
API:
- values at `0` and `1`, nonnegativity, monotonicity and boundedness on `[0, 1]`;
- `integrable_pow_pgf`: the defining integrand is integrable on `[-1, 1]` for any finite measure;
- congruence lemmas (`pgf_congr`, `pgf_id_map`, `pgf_congr_identDistrib`);
- `pgf_eq_tsum`: the power-series form `pgf X μ t = ∑' n, μ.real (X ⁻¹' {n}) * t ^ n`;
- `pgf_exp_eq_mgf`: the bridge to the moment-generating function;
- `IndepFun.pgf_add` / `iIndepFun.pgf_sum`: the product formula for sums of independent variables.
Main result: `map_eq_map_of_pgf_eq` — **the generating function determines the law**. The point masses are read off as the coefficients of a power series of radius at least 1 (via `FormalMultilinearSeries.ofScalars`), and the uniqueness of power-series coefficients recovers them from the function.
Everything is stated for a general (finite) measure where possible, with `IsProbabilityMeasure` only where it is genuinely needed.
🤖 Generated with [Claude Code](https://claude.com/claude-code) |
t-measure-probability
LLM-generated
new-contributor
|
234/0 |
Mathlib.lean,Mathlib/Probability/Moments/PGF.lean |
2 |
3 |
['github-actions', 'yui9696'] |
RemyDegenne assignee:RemyDegenne |
17-46576 17 days ago |
44-83531 44 days ago |
44-83196 44 days |
0 |
| 37456 |
Robertboy18 author:Robertboy18 |
feat(LinearAlgebra/AffineSpace): add parallel form of Desargues's theorem |
This PR adds an affine parallel form of the Desargues theorem, following the related Rocq/Coq affine-geometry statement.
**Main changes**
- New file `Mathlib/LinearAlgebra/AffineSpace/Desargues.lean` with `parallel_third_side_of_perspective`.
- Add the corresponding `public import` to `Mathlib.lean`.
**Proof idea**
The proof compares side vectors using `exists_eq_smul_of_parallel` for the two given pairs of parallel sides. The shared comparison along `SA` forces the same scalar, which gives parallelism of the third pair of sides.
Tests: `lake build Mathlib.LinearAlgebra.AffineSpace.Desargues`
AI disclosure: GPT-5.2 Pro was used for assistance with web search/background details about the theorem and for finding useful existing Mathlib lemmas. The theorem statement and Lean formalization were written and checked by hand.
---
[](https://gitpod.io/from-referrer/) |
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
133/0 |
Mathlib.lean,Mathlib/LinearAlgebra/AffineSpace/Desargues.lean |
2 |
22 |
['Robertboy18', 'SnirBroshi', 'copilot-pull-request-reviewer', 'eric-wieser', 'github-actions', 'mathlib-merge-conflicts', 'wwylele'] |
nobody |
17-45689 17 days ago |
38-76741 38 days ago |
64-11922 64 days |
0 |
| 43281 |
keyframe41 author:keyframe41 |
feat(NumberTheory/DiophantineApproximation): prove Hurwitz's approximation theorem |
Prove **Hurwitz's approximation theorem**: for irrational `ξ`, the set of rationals `q` with `|ξ - q| < 1 / (√5 * q.den ^ 2)` is infinite.
This strengthens `Real.infinite_rat_abs_sub_lt_one_div_den_sq_of_irrational` from`Mathlib/NumberTheory/DiophantineApproximation/Basic.lean`, which gives the same statement with constant `1` instead of `√5`. The constant `√5` is optimal, though the sharpness (using the golden ratio) is not included here.
The proof avoids continued fractions and opts for Farey brackets (quadruples `p/q < ξ < r/s` with `q * r - p * s = 1`) packaged as `Real.Hurwitz.IsFarey`. It uses the fact that at least one of `p/q`, `r/s`, and the mediant `(p + r)/(q + s)` satisfies the bound, as if not, we can contradict the irrationality of `√5`. By creating brackets of arbitrarily small width, infinitude follows by the same argument as in `Basic.lean`.
Some design choices:
* No `GenContFract` to avoid continued fractions/recursive sequences. This also follows the spirit of `Basic.lean`, which defines its own `Real.convergent` rather than building Legendre's theorem on `GenContFract.convs`.
* `Real.Hurwitz` namespace. Mirrors `Real.ContfracLegendre` in `Basic.lean` by putting the main result in `Real` and the technical material in a secondary namespace.
* `IsGoodApprox` is stated without division ** as `|y * ξ - x| * y * √5 < 1` for easier manipulation and linked to the quotient form in the actual theorem using `Real.Hurwitz.isGoodApprox_div_bound`.
---
I used Claude which suggested the overall strategy/lemmas and reviewed naming and documentation against the mathlib conventions. All proofs are my own. As a first-time contributor, AI was also used to help in learning Lean.
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the commit message (that is, directly before the `---`) using the following format:
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at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
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below the `---`, and placed outside this HTML comment, or else they
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- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
t-number-theory
new-contributor
|
359/0 |
Mathlib.lean,Mathlib/NumberTheory/DiophantineApproximation/Hurwitz.lean |
2 |
11 |
['SnirBroshi', 'github-actions'] |
loefflerd assignee:loefflerd |
16-83743 16 days ago |
43-24003 43 days ago |
43-24867 43 days |
0 |
| 36937 |
Yaohua-Leo author:Yaohua-Leo |
feat(Algebra/Jordan): add first linearization lemmas for IsCommJordan |
[](https://gitpod.io/from-referrer/)
AI assistance disclosure: I used AI assistance for CI/debugging and module-structure fixes in this PR. The mathematical content and main lemmas were written by me, with help from @pelicanhere.
This PR adds a new file `Mathlib/Algebra/Jordan/Linearization.lean` containing linearization lemmas for the commutative Jordan identity.
Main declarations:
* `IsCommJordan.four_nsmul_associator_mul_add`
* `IsCommJordan.associator_mul_add`
These lemmas formalize a first linearization of the commutative Jordan identity using `associator`, following McCrimmon, Proposition 1.8.5.
---
I put these lemmas in a separate file because I expect follow-up linearization lemmas to belong naturally in the same place.
I am also happy to rename declarations or move the file if reviewers would prefer. |
t-algebra
new-contributor
label:t-algebra$ |
152/90 |
Mathlib.lean,Mathlib/Algebra/Jordan/Basic.lean,Mathlib/Algebra/Jordan/Linearization.lean |
3 |
8 |
['Yaohua-Leo', 'github-actions', 'grunweg', 'ocfnash'] |
ocfnash assignee:ocfnash |
16-27730 16 days ago |
16-50904 16 days ago |
29-61379 29 days |
0 |
| 42720 |
justinhalford author:justinhalford |
feat(Order/KrullDimension): level sets of height are antichains |
Adds one lemma to `Mathlib/Order/KrullDimension.lean`, directly after `height_strictMono`:
```lean
lemma isAntichain_lt_height_preimage {n : ℕ∞} (hn : n ≠ ⊤) :
IsAntichain (· < ·) {x : α | height x = n}
```
Elements sharing a common *finite* height are pairwise incomparable — the level sets of `height` are antichains.
### Why
This is the combinatorial content of **Mirsky's theorem**, which partitions a finite-dimensional order into `krullDim + 1` antichains (and is the easy dual of Dilworth's theorem). Neither Mirsky nor Dilworth currently appears in Mathlib — both are on the tracked list in `docs/1000.yaml` without a `decl`, and searching for `Mirsky` and `Dilworth` returns nothing.
Rather than introduce the partition machinery up front, this contributes the underlying fact, which is what any route to Mirsky needs and is independently useful for reasoning about graded and finite-dimensional orders.
### Design
Stated with `(· < ·)` rather than `(· ≤ ·)` so that it lives in the existing `[Preorder α]` section and needs no antisymmetry; in a partial order the two coincide for distinct elements. The hypothesis is `n ≠ ⊤` rather than a finiteness typeclass, which keeps it usable without extra assumptions — `height_strictMono` needs exactly that much.
### Proof
Three lines on `height_strictMono`, immediately above it in the same file.
### Verification
Compiles against `master` with no errors or warnings. `#print axioms` reports only `[propext, Classical.choice, Quot.sound]`. No new imports or definitions — `+11 -0` in one file.
### Disclosure
Written with AI assistance (Claude Opus 5) and checked against the Lean kernel; I have read the statement and proof before submitting. Happy to rename, or to restate as `IsAntichain (· ≤ ·)` in a `PartialOrder` section if that is preferred.
|
t-order
new-contributor
|
11/0 |
Mathlib/Order/KrullDimension.lean |
1 |
5 |
['github-actions', 'theebayuser'] |
nobody |
16-26770 16 days ago |
62-12625 62 days ago |
62-12290 62 days |
0 |
| 44297 |
langston-barrett author:langston-barrett |
feat(Data/FinEnum): `Std.PRange.LawfulUpwardEnumerable` instance |
---
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I'm not sure how Mathlib feels about interfacing with std constructs, but I was looking for something along the lines of `succMany?` and found `Std.PRange.LawfulUpwardEnumerable`, so I figured I'd implement it and see what the appetite is. Even if we don't decide to use this particular typeclass, the underlying functionality still seems useful.
This is my first ever Lean development, so I would greatly appreciate any tips and feedback on the style!
I wrote all of this by hand, though I asked some questions about Lean to GPT 5.6 Luna along the way.
A `LinearlyUpwardEnumerable` instance would be a good follow-up. |
t-data
new-contributor
|
112/0 |
Mathlib/Data/FinEnum.lean |
1 |
3 |
['github-actions', 'langston-barrett'] |
nobody |
14-60915 14 days ago |
14-70208 14 days ago |
14-77631 14 days |
0 |
| 42895 |
cameronfreer author:cameronfreer |
feat(SetTheory/Ordinal): add lift_sSup and lift_iSup |
Add `InitialSeg.map_sSup` and `InitialSeg.map_iSup` for conditionally complete linear orders with bottom. Specializing these to `Ordinal.liftInitialSeg` gives `Ordinal.lift_sSup`, `Ordinal.lift_iSup`, `Ordinal.lift_iSup_le`, and `Ordinal.lift_iSup_le_iff`.
The `sSup` theorem handles the empty set using preservation of bottom and the nonempty case using normality. The `iSup` theorem is derived from it. Both use an explicit boundedness hypothesis; in particular, `lift_iSup` assumes `BddAbove (Set.range f)` rather than requiring the index type to be small.
🤖 This PR was developed with assistance from Claude and GPT models, using [lean4-skills](https://github.com/cameronfreer/lean4-skills) and [lean-lsp-mcp](https://github.com/oOo0oOo/lean-lsp-mcp).
|
t-set-theory
new-contributor
LLM-generated
|
40/0 |
Mathlib/Order/IsNormal.lean,Mathlib/SetTheory/Ordinal/Family.lean |
2 |
11 |
['cameronfreer', 'github-actions', 'plp127', 'vihdzp'] |
nobody |
14-45686 14 days ago |
57-3757 57 days ago |
57-4376 57 days |
0 |
| 42995 |
jacob-greenfield author:jacob-greenfield |
feat: add `List.Pairwise.orderedInsert'`, `List.sortedLE_orderedInsert_lt`, and `List.sortedGE_orderedInsert_gt` |
Introduce a generalized `Pairwise.orderedInsert'` lemma to prove that `Pairwise r l` is maintained after performing an `orderedInsert` using a relation stronger than `r` under certain conditions. Prove `sortedLE_orderedInsert_lt`, showing that `l.orderedInsert (· < ·) a` preserves `SortedLE` for decidable total preorders (analogously for `sortedGE_orderedInsert_gt`). This is useful for inserting an element into a sorted list *behind* any other elements which compare equal.
---
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I was hoping to avoid `omit`, but that would require moving all of `Pairwise.orderedInsert'`, `Pairwise.orderedInsert`, `pairwise_insertionSort`, `sublist_insertionSort'`, `pair_sublist_insertionSort'`, and `mergeSort_eq_insertionSort` after `end sort` on line 365 and reintroducing all the section variables. I also considered moving `Pairwise.orderedInsert'` somewhere _before_ `variable {α β : Type*} (r : α → α → Prop) (s : β → β → Prop)` on line 30, but that would place it before `orderedInsert` is defined. "Omit" seemed like the least invasive approach.
[](https://gitpod.io/from-referrer/)
|
t-data
new-contributor
|
27/11 |
Mathlib/Data/List/Sort.lean |
1 |
8 |
['github-actions', 'jacob-greenfield', 'theebayuser'] |
joneugster assignee:joneugster |
14-18245 14 days ago |
54-36951 54 days ago |
54-36616 54 days |
0 |
| 43852 |
ZRTMRH author:ZRTMRH |
feat(Combinatorics/Quiver/Schreier): add Schreier Cayley basics |
Defined Cayley graph as a coset Schreier graph. Proved connectivity and vertex-transitivity on Cayley graphs, as promised in #38310.
Follow-up to #38310, this is the 3rd split pr from #35467.
This PR was written with AI assistance (Claude). The code has been reviewed by the author.
P.S. cayley_subsingleton_weaklyConnectedComponent's proof is generic and I can extract it to Quiver/ConnectedComponent.lean as a weak-connectivity lemma, if it is wanted.
---
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[](https://gitpod.io/from-referrer/)
|
new-contributor
t-combinatorics
large-import
LLM-generated
|
278/7 |
Mathlib/Combinatorics/Quiver/Schreier.lean |
1 |
10 |
['SnirBroshi', 'ZRTMRH', 'github-actions', 'mathlib-merge-conflicts', 'vlad902'] |
nobody |
13-83027 13 days ago |
15-85928 15 days ago |
28-48408 28 days |
0 |
| 44372 |
Formalistic03 author:Formalistic03 |
feat(GroupTheory/Perm/Cycle/Basic): subtypePerm preserves IsCycleOn |
---
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|
t-group-theory
new-contributor
|
26/0 |
Mathlib/Algebra/Group/End.lean,Mathlib/GroupTheory/Perm/Cycle/Basic.lean |
2 |
3 |
['github-actions', 'wwylele'] |
nobody |
13-20985 13 days ago |
13-57701 13 days ago |
13-57366 13 days |
0 |
| 44248 |
tomaz1502 author:tomaz1502 |
feat(Analysis/Polynomial): the sign of a polynomial immediately to the right of a point |
This PR defines `Polynomial.signRight x p : SignType`, the sign that a real polynomial `p` takes
on a sufficiently small interval `(x, x + ε)`, as the limit of `sign (p.eval y)` as `y → x` from the right, and
develops its basic API:
* `eventually_sign_eq_signRight`, `signRight_eq_iff`: the defining property and its uniqueness;
* `signRight_eq_zero_iff`: `signRight x p = 0` iff `p = 0`;
* `signRight_mul`, `signRight_neg`, `signRight_C`: `signRight x` is multiplicative, commutes with
negation and agrees with `SignType.sign` on constants;
* `signRight_of_eval_ne_zero`, `signRight_of_eval_eq_zero`: the computation rule
`signRight x p = sign (p.eval x)` if `p.eval x ≠ 0`, and `signRight x p = signRight x (derivative p)`
otherwise (via the mean value theorem).
This is the local invariant behind Sturm's theorem: it determines the direction in which the sign
of a Sturm sequence changes across a root, and it will be used to define the Cauchy index in the
next PR of the series.
This is the third PR of a series formalising the Sturm–Tarski theorem, following #43783
(`List.signVariations`) and #43954 (`Polynomial.sturmSeq`). Everything is stated over `ℝ`; the
statements hold over any real closed field, and the implementation notes record what is needed to
generalise them.
Co-authored-by: Pedro Saccomani <psaccomani15@gmail.com>
Co-authored-by: Sarah Pereira <sarahcomh@proton.me>
Co-authored-by: Kim Morrison <477956+kim-em@users.noreply.github.com>
---
The original development was done manually. We used Claude (Fable 5.1) to review the code,
suggest improvements and help in the preparation of the PR. |
new-contributor |
195/0 |
Mathlib.lean,Mathlib/Algebra/Polynomial/FieldDivision.lean,Mathlib/Analysis/Polynomial/SignRight.lean,Mathlib/Topology/Instances/Sign.lean |
4 |
2 |
['github-actions'] |
nobody |
12-52799 12 days ago |
16-84008 16 days ago |
16-83673 16 days |
0 |
| 40368 |
Sanghyeok0 author:Sanghyeok0 |
feat: add confluence predicates for relations |
This PR adds a minimal relation-level API for confluence-style properties:
* `Relation.IsDiamond`
* `Relation.IsConfluent`
* `Relation.IsChurchRosser`
It also adds the basic API connecting these predicates:
* `Relation.ReflTransGen.to_eqvGen`
* `Relation.Join.le_eqvGen`
* `Relation.IsChurchRosser.isConfluent`
* `Relation.IsConfluent.isChurchRosser`
* `Relation.IsChurchRosser.join_reflTransGen_eq_eqvGen`
The main downstream application is the polynomial-reduction development in
#41475. There, polynomial reduction is treated as an ordinary relation on
`MvPolynomial`, and these predicates are used to formulate confluence and the
Church--Rosser property.
A more general rewriting API exists in CSLib. This PR does not attempt to
upstream that API wholesale; its scope is intentionally limited to the
declarations needed by the downstream polynomial application.
The earlier version of this PR also introduced
`Relation.StronglyConfluent` and additional equivalence packaging. Those
declarations have been removed to keep this PR small and application-driven.
Reference: Becker, Weispfenning, and Kredel,
*Gröbner Bases: A Computational Approach to Commutative Algebra*.
AI usage disclosure:
I used OpenAI Codex to generate initial drafts of the definitions, theorem statements, proof scripts, and docstrings. I made the final decisions on the mathematical scope and API design, reviewed the generated code and final changes, and made a few edits to statements and docstrings.
---
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- Nat.bit1_add_bit1
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[](https://gitpod.io/from-referrer/)
|
t-logic
new-contributor
tech debt
LLM-generated
|
103/25 |
Mathlib/GroupTheory/FreeGroup/Basic.lean,Mathlib/Logic/Relation.lean |
2 |
36 |
['Sanghyeok0', 'SnirBroshi', 'chenson2018', 'github-actions', 'mathlib-merge-conflicts'] |
joneugster assignee:joneugster |
12-46591 12 days ago |
37-64072 37 days ago |
109-55011 109 days |
1 |
| 42815 |
korbonits author:korbonits |
feat(Analysis/Calculus/VectorField): the Lie bracket acts as a derivation on functions |
Add `VectorField.lieBracket_apply_fun`: for a function `f` with derivative `f'` and vector fields `V`, `W`,
D(f' W) V - D(f' V) W = f' [V, W]
i.e. the familiar `[V, W] f = V (W f) - W (V f)`. The two second-derivative terms cancel by symmetry of the second derivative, leaving exactly the bracket.
Placed beside the existing `lieBracket_smul_*` product rules. Needs no new import: `FDeriv.Symmetric` is already imported for `second_derivative_symmetric`, which supplies the symmetry and is the source of the `IsRCLikeNormedField` hypothesis.
---
AI disclosure
- level: Level 5 / Level 6 in [the link shared](https://www.visidata.org/blog/2026/ai/#self-assessed-ai-level-for-contributions) I feel confident about the math but I am still learning Lean itself
- code: most of the Lean in this PR was drafted by Claude Code (statements, proofs, docstrings).
- direction and review: I chose the contribution, made the decisions, reviewed every line, and wrote all GitHub/Zulip comments. |
t-analysis
new-contributor
LLM-generated
t-differential-geometry
|
17/0 |
Mathlib/Analysis/Calculus/VectorField.lean |
1 |
11 |
['github-actions', 'korbonits', 'themathqueen'] |
nobody |
12-4198 12 days ago |
18-78866 18 days ago |
59-23243 59 days |
0 |
| 44437 |
FawadHa1der author:FawadHa1der |
perf(Analysis/Normed/Lp/SmoothApprox): manifold-free proof of smooth approximation in Lp |
Authored with AI help. Created after @mcdoll feedback on [leanprover-community/mathlib4#42451](https://github.com/leanprover-community/mathlib4/pull/42451)
This is an alternate solution. This removes the manifold chain from the longest pole and even if the poisson summation is approved using denseRange_toLpCLM. We would still be saving roughly 5% in build time. There is only one new lemma but no change to existing lemmas/statements.
|
t-analysis
new-contributor
|
82/36 |
Mathlib/Analysis/Normed/Lp/SmoothApprox.lean |
1 |
3 |
['FawadHa1der', 'github-actions'] |
nobody |
11-72420 11 days ago |
11-73171 11 days ago |
11-72836 11 days |
0 |
| 44379 |
JokerXin2025 author:JokerXin2025 |
fix(tactic): skip implementation-detail declarations in `specialize_all` |
This commit fixes a bug in the `specialize_all` tactic that causes incorrect behavior in `specialize_all; assumption`.
In the original implementation of `specialize_all`, the statement `for h in ← getLCtx do` iterates over the entire local context without filtering out auxiliary declarations, particularly the theorem currently being proved. This allows the subsequent `assumption` tactic to directly use the local hypothesis produced by specializing that declaration, recursively “proving” the current theorem. This issue makes `tauto_set` unusable in many cases where it successfully executes `specialize_all` internally.
Here are some examples of the bug in `specialize_all` (before the fix):
```lean
import Mathlib.Tactic.TautoSet
/-- error: fail to show termination for
_example
with errors
failed to infer structural recursion:
Cannot use parameter x:
failed to eliminate recursive application
_example x✝ rfl -/
#guard_msgs (substring := true) in
example (x : ℕ) : {x} ⊆ Set.univ := by tauto_set
/-- error: fail to show termination for
_example -/
#guard_msgs (substring := true) in
example {α : Type} : α → False := by
intro x
specialize_all x
assumption
```
This issue does not cause Lean to accept the invalid proof, because it is rejected by the termination checker.
I fixed this issue by adding
```lean
unless h.isImplementationDetail do
```
after the loop statement above to filter out all implementation-detail hypotheses, including the auxiliary declaration for the current theorem. I also added three regression tests in `MathlibTest/Tactic/TautoSet.lean`. All three compile successfully now, but fail with `error: fail to show termination for ...` before the fix.
GPT-6-Astra was used to help locate the bug and translate the PR description to English.
---
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any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
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|
t-meta
new-contributor
maintainer-merge
|
21/2 |
Mathlib/Tactic/TautoSet.lean,MathlibTest/Tactic/TautoSet.lean |
2 |
11 |
['JokerXin2025', 'JovanGerb', 'github-actions', 'grunweg', 'plp127'] |
nobody |
11-63956 11 days ago |
12-18502 12 days ago |
12-55130 12 days |
0 |
| 38223 |
Deicyde author:Deicyde |
feat(Geometry/Manifold): add `MfldCat`, the category of `C^n` manifolds |
Defines `MfldCat 𝕜 n`: the category of `C^n` manifolds over a field `𝕜`, in which the model with corners is allowed to vary between objects. An object bundles a model vector space `E`, a model space `H`, a model with corners `I : ModelWithCorners 𝕜 E H` and a term of `ModelWithCorners.MfldCat I n`--see #41109. This includes manifolds with boundary / corners.
For more discussion see this Zulip thread: [#PR reviews > #38223 The Category of C^n Manifolds](https://leanprover.zulipchat.com/#narrow/channel/144837-PR-reviews/topic/.2338223.20The.20Category.20of.20C.5En.20Manifolds/with/587038032)
Also added: `ContMDiffMap.id_apply`, `.coe_id` and `.coe_comp` which are comparable to `ContinuousMap` API.
### Future work
- ✅ Define a Monoidal structure via product manifolds, analogous to `Manifold.Topology.Category.TopCat.Monoidal` #38560
- ✅ Define the tangent functor: `M ↦ TM`, `F ↦ F.tangentMap` from `MfldCat (n+1) 𝕜` to `MfldCat n 𝕜` #38270
- Functor `FGModuleCat 𝕜 ⥤ MfldCat 𝕜 n` sending a finite-dimensional `𝕜`-vector space to the manifold modeled on itself. Left as `TODO`.
- Define `FGModuleCat 𝕜` as an enriched category over `MfldCat n 𝕜`. Then _smooth functors_ can be realized as endofunctors on the enriched category. This is the main motivation for this construction.
---
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- [x] depends on: #41109 [The category of `C^n` manifolds on a fixed model]
[](https://gitpod.io/from-referrer/)
|
t-differential-geometry
new-contributor
t-category-theory
|
210/0 |
Mathlib.lean,Mathlib/Geometry/Manifold/Category/MfldCat/Basic.lean,Mathlib/Geometry/Manifold/ContMDiffMap.lean |
3 |
63 |
['Deicyde', 'chrisflav', 'dagurtomas', 'github-actions', 'idontgetoutmuch', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'peabrainiac'] |
ocfnash assignee:ocfnash |
11-46591 11 days ago |
34-7685 34 days ago |
93-47589 93 days |
2 |
| 42831 |
ray-shang author:ray-shang |
feat(CategoryTheory/Preadditive): category ring of preadditive category |
Given a preadditive category `C`, its category ring `CategoryRing C` is the non-unital ring
whose underlying additive group is the direct sum of all of its morphism groups `X ⟶ Y`, and
whose multiplication is induced by composition: the product of a morphism `f : X ⟶ Y` with a
morphism `g : Z ⟶ W` is `f ≫ g` when `Y = Z`, and `0` otherwise. When `C` is `R`-linear this ring
is a (non-unital) `R`-algebra, and when `C` has finitely many objects it is unital, with
unit `∑ X, 𝟙 X`.
This file formalizes `CategoryRing C` and its structure and universal property
when `C` is preadditive, `R`-linear, finite type, and both finite type and `R`-linear. For example,
when `C` is merely preadditive, the universal property of `CategoryRing C` is: non-unital ring
homomorphisms out of `CategoryRing C` correspond to `LiftData`, the data of a
compatible family of additive maps `(X ⟶ Y) →+ A` for a `NonUnitalNonAssocSemiring A`.
AI Usage: Gemini 3.1 Pro Extended Thinking is in use to generate proof terms for the custom induction principle to unwrap the nested direct sums of the category algebra. Human oversight and work determines the most efficient proof term.
---
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[](https://gitpod.io/from-referrer/)
|
t-category-theory
new-contributor
|
706/0 |
Mathlib.lean,Mathlib/CategoryTheory/Preadditive/CategoryRing.lean |
2 |
11 |
['b-reinke', 'github-actions', 'joelriou', 'ray-shang', 'robin-carlier'] |
robin-carlier assignee:robin-carlier |
10-46588 10 days ago |
25-70968 25 days ago |
26-17262 26 days |
0 |
| 43745 |
theebayuser author:theebayuser |
feat(Geometry/Euclidean): add Euler's quadrilateral theorem |
Adds Euler's quadrilateral theorem to Mathlib/Geometry/Euclidean/, and records it in docs/1000.yaml (Q18630480). It states: for any four points, the sum of the squares of the four sides of the quadrilateral a b c d equals the sum of the squares of the two diagonals, plus four times the square of the distance between the midpoints of the diagonals.
This PR was written with AI assistance (Claude Code).
|
t-euclidean-geometry
new-contributor
LLM-generated
maintainer-merge
|
84/0 |
Mathlib.lean,Mathlib/Analysis/InnerProductSpace/Basic.lean,Mathlib/Geometry/Euclidean/EulerQuadrilateral.lean,docs/1000.yaml |
4 |
17 |
['github-actions', 'jsm28', 'theebayuser', 'wwylele'] |
nobody |
10-45688 10 days ago |
32-35173 32 days ago |
32-34838 32 days |
0 |
| 40973 |
certik author:certik |
feat: multiplicative automatic continuity on ℝ |
This PR adds the multiplicative companion of the existing additive automatic-continuity theorem `AddMonoidHom.continuous_of_measurable`. See the git commit descriptions for all the details.
Depends on https://github.com/leanprover-community/mathlib4/pull/40976.
AI usage disclosure: I used Claude Opus 4.8 to create the theorems and proofs in my own Lean project, then extracted them into this PR since I think they are general purpose and would be useful for other people. I iterated on the proofs until they are as simple as I could get them. I am new to Lean, so if something should be reworked, please let me know. Lean is amazing, I was able to use it to prove various theorems and check my derivations. This is my little contribution back to the project. |
t-measure-probability
LLM-generated
new-contributor
|
159/0 |
Mathlib.lean,Mathlib/MeasureTheory/Measure/Haar/AutomaticContinuity.lean |
2 |
10 |
['certik', 'github-actions', 'mathlib-merge-conflicts', 'wwylele'] |
nobody |
10-45687 10 days ago |
109-24116 109 days ago |
111-47478 111 days |
0 |
| 40448 |
ChiCubed author:ChiCubed |
feat(LinearAlgebra/Dimension): tower law for algebraic extensions |
We generalise the tower law for `Module.rank` to the situation of a module over an algebraic extension of domains.
---
See [the Zulip thread](https://leanprover.zulipchat.com/#narrow/channel/217875-Is-there-code-for-X.3F/topic/Tower.20law.20for.20.60Module.2Erank.60/) for some associated discussion.
I am not sure about in which file these results should live, or what their names should be. For the file I have gone with `LinearAlgebra/Dimension/Algebraic.lean` for now, because these feel more like dimension theorems than `Algebra.IsAlgebraic` theorems, and IMO do not logically fit into the other existing files in `LinearAlgebra/Dimension`.
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[](https://gitpod.io/from-referrer/)
|
t-algebra
new-contributor
label:t-algebra$ |
299/11 |
Mathlib.lean,Mathlib/Algebra/Group/Action/Faithful.lean,Mathlib/LinearAlgebra/Dimension/Domain.lean,Mathlib/LinearAlgebra/Dimension/Free.lean,Mathlib/RingTheory/Algebraic/Integral.lean,Mathlib/RingTheory/Localization/FractionRing.lean |
6 |
46 |
['ChiCubed', 'eric-wieser', 'github-actions', 'mathlib-merge-conflicts', 'tb65536', 'themathqueen'] |
kim-em assignee:kim-em |
10-21845 10 days ago |
11-6591 11 days ago |
121-26087 121 days |
0 |
| 41729 |
vaca22 author:vaca22 |
feat(RingTheory/DedekindDomain): add divisor group core |
Add the divisor group of a Dedekind domain as a formal-sum model, together with the additive equivalence to the multiplicative group of nonzero fractional ideals.
**Relation to what Mathlib already has.** As pointed out on Zulip, Mathlib already knows that fractional ideals factor: `FractionalIdeal.count` gives the exponent of a height-one prime, and `ClassGroup` is built from fractional ideals directly. This PR does not re-prove any of that — it reuses `count` and `finite_factors` verbatim. What it adds is the *additive* packaging:
* `IsDedekindDomain.Divisor R := HeightOneSpectrum R →₀ ℤ`, so a divisor is a finitely supported integer-valued function and one can write `D₁ + D₂`, `-D`, `D v`, and use the whole `Finsupp` API (`support`, `sum`, induction on the support);
* `FractionalIdeal.divisorEquiv`, an `AddEquiv` from `(FractionalIdeal R⁰ K)ˣ` to `Divisor R`, turning ideal multiplication into divisor addition.
The multiplicative view is the right one for the class group; the additive one is what divisor-theoretic arguments are written in, where one constantly forms `D - D'`, compares coefficients prime by prime, and does induction over `D.support`. Having both, related by a single `AddEquiv`, means neither side has to be re-derived.
**Downstream use.** This is the bottom layer of a formalization of Riemann–Roch for algebraic function fields (announced in `#AI authored projects > Riemann–Roch for function fields`): `L(D)`, `deg D`, and the statement `ℓ(D) = deg D + 1 - g + ℓ(W - D)` are all phrased in terms of additive divisors, and the degree map is defined by summing coefficients over `D.support`.
Happy to reshape the API — in particular whether `Divisor` should be an `abbrev` or a structure, and whether this belongs next to `Factorization` rather than in its own file.
AI usage: LLM-generated, disclosed per the AI policy.
|
t-ring-theory
new-contributor
LLM-generated
|
100/0 |
Mathlib.lean,Mathlib/RingTheory/DedekindDomain/Divisor.lean |
2 |
4 |
['github-actions', 'grunweg', 'vaca22'] |
mattrobball assignee:mattrobball |
9-46589 9 days ago |
89-56557 89 days ago |
91-53425 91 days |
0 |
| 42630 |
will1491 author:will1491 |
feat(Analysis/Complex): define Wirtinger derivatives |
Define the Wirtinger derivatives `Complex.wirtingerDeriv` and `Complex.wirtingerDerivBar` from `fderiv ℝ`, and prove: the Cauchy-Riemann characterization of complex differentiability (pointwise and on open sets), agreement of `wirtingerDeriv` with `deriv` for holomorphic functions, additivity, Leibniz product rules, conjugation identities, both Wirtinger chain rules, and the Wirtinger decomposition of a real-linear map `ℂ →L[ℝ] ℂ`.
Extracted from https://github.com/will1491/RiemannDynamics, where it underlies the Beltrami-equation and Cauchy/Beurling-transform theory used in the proof of the measurable Riemann mapping theorem.
---
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Moves:
- Vector.* -> List.Vector.*
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- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
t-analysis
new-contributor
|
253/0 |
Mathlib.lean,Mathlib/Analysis/Complex/Wirtinger.lean |
2 |
3 |
['github-actions', 'mathlib-merge-conflicts'] |
urkud assignee:urkud |
9-46584 9 days ago |
33-60674 33 days ago |
64-35980 64 days |
0 |
| 40967 |
Formalistic03 author:Formalistic03 |
feat(Combinatorics/SimpleGraph/Paths): some lemmas about inducing walks |
Could also be done via `SimpleGraph.Walk.map_induce`, but I thought that doing it directly is not much worse.
---
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[](https://gitpod.io/from-referrer/)
|
new-contributor
t-combinatorics
maintainer-merge
|
59/0 |
Mathlib/Combinatorics/SimpleGraph/Paths.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Maps.lean,Mathlib/Data/List/Nodup.lean,Mathlib/Data/Sym/Sym2.lean |
4 |
34 |
['Formalistic03', 'SnirBroshi', 'github-actions'] |
b-mehta assignee:b-mehta |
8-55843 8 days ago |
9-65060 9 days ago |
102-78452 102 days |
0 |
| 42912 |
justin-palumbo author:justin-palumbo |
feat(Topology/GDelta): a completely metrizable subspace of a T6 space is Gδ |
Adds TopologicalSpace.IsCompletelyMetrizableSpace.isGδ: a completely metrizable subspace of a T6 space is Gδ
This is one direction of a foundational fact in descriptive set theory --- the Polish subspaces of a Polish space are exactly the Gδ subsets.
The proof here is modeled on the exposition in Anush Tserunyan's descriptive set theory notes https://www.math.mcgill.ca/atserunyan/Teaching_notes/dst_lectures.pdf, with one adjustment; to make the formalization easier and avoid having multiple distance metrics instantiated at the same time, instead of directly defining open `U_n` with `s = ⋂ n, U` define them such that `s = closure s ∩ ⋂ n, U n` and then appeal to the fact closed sets are Gδ in a perfectly normal space.
---
- [x] depends on: #42896 [which fixes buggy naming present in Topology/Metrizable/CompletelyMetrizable]
This can be viewed as a companion to #42693, which - under the stronger assumption of the ambient space being Polish - establishes the other direction --- a Gδ subspace of a Polish space is itself Polish.
Together, these give Alexandrov's theorem, characterizing the Polish subspaces of an ambient Polish space as exactly the Gδ ones, and (via `Metric.PiNatEmbed.exists_embedding_to_hilbert_cube`) Polish spaces as exactly the Gδ subsets of the Hilbert cube. If and when both these PRs are committed, I anticipate adding these consequences to Topology/MetricSpace/Polish.lean
LLM usage: I wrote the initial version myself, while using Google's free "AI mode" to help me find relevant lemma names in the codebase, and afterward used helped Claude Opus to review, which led to simplifying some of the arguments. I take full responsibility for the code here
|
t-topology
new-contributor
|
91/0 |
Mathlib.lean,Mathlib/Topology/GDelta/CompletelyMetrizable.lean |
2 |
8 |
['github-actions', 'justin-palumbo', 'mathlib-dependent-issues', 'plp127'] |
ADedecker assignee:ADedecker |
8-46588 8 days ago |
56-3372 56 days ago |
56-3334 56 days |
0 |
| 43104 |
elazarg author:elazarg |
feat(InformationTheory/KullbackLeibler): finite Kullback-Leibler divergence |
Add finite-sum formulas for `InformationTheory.klDiv` on finite measurable spaces, including equal-mass and probability-measure specializations and formulas for sums of weighted Dirac measures. Provide both `ℝ≥0∞`-valued and `toReal` versions.
Supporting API includes a formula for the Radon–Nikodym derivative at points of nonzero reference-measure mass, a finite-sum formula for the integral of the log-likelihood ratio, and singleton-mass and absolute-continuity lemmas for sums of weighted Dirac measures.
---
Continuing #42584, another part of https://github.com/elazarg/kraft.
Following review, this uses the existing `klDiv` instead of introducing `klDivFin`. The `toReal` formulas connect it to real-valued sums in downstream code.
For measures of unequal mass, the formulas retain the correction term `ν.real univ - μ.real univ`.
The KL formulas are in `KullbackLeibler/Basic.lean`; the supporting lemmas are in the corresponding measure-theory modules.
[](https://gitpod.io/from-referrer/)
|
t-measure-probability
new-contributor
LLM-generated
|
100/1 |
Mathlib/InformationTheory/KullbackLeibler/Basic.lean,Mathlib/MeasureTheory/Measure/Decomposition/RadonNikodym.lean,Mathlib/MeasureTheory/Measure/Dirac/Basic.lean,Mathlib/MeasureTheory/Measure/LogLikelihoodRatio.lean |
4 |
9 |
['EtienneC30', 'elazarg', 'github-actions', 'vlad902'] |
RemyDegenne assignee:RemyDegenne |
8-46587 8 days ago |
30-65973 30 days ago |
39-47316 39 days |
0 |
| 44440 |
vincentqb author:vincentqb |
feat(Computability/TuringMachine): bound the output length of a TM2 run |
This PR bounds the output length of a TM2 run by the input length plus a machine constant times the step count. It deduces `TM2ComputableInPolyTime.length_le`, the polynomial output-length bound used in composition.
It also adds step-count induction and defines `initList` and `haltList` using `Function.update`.
---
Relates to #7172 #33132 #35366
The code, the testing, and this description were prepared with the help of an AI coding assistant (Codex).
|
t-computability
LLM-generated
new-contributor
|
82/7 |
Mathlib/Computability/StateTransition.lean,Mathlib/Computability/TuringMachine/Computable.lean,Mathlib/Computability/TuringMachine/StackTuringMachine.lean |
3 |
3 |
['github-actions', 'vincentqb'] |
nobody |
8-31187 8 days ago |
11-54561 11 days ago |
11-54226 11 days |
1 |
| 44536 |
vincentqb author:vincentqb |
feat(Probability): conditional variance of a Bernoulli random variable |
This PR proves `Var[X; P | m] =ᵐ[P] P[X | m] * P[1 - X | m]` for a random variable with law `Ber(1, 0, p)`.
It replaces the binomial `proof_wanted`, which is false: for `Bin(2, 1/2)` and the trivial σ-algebra, the variance is `1/2` while the proposed product is `0`.
---
Supersedes #44467. Independent of #42999, which proves the remaining binomial variance statement.
The code, the testing, and this description were prepared with the help of an AI coding assistant (Codex).
|
t-measure-probability
LLM-generated
new-contributor
|
15/10 |
Mathlib/Probability/Distributions/TwoValued.lean,Wanted/Probability/Distributions/Binomial.lean |
2 |
3 |
['github-actions', 'vincentqb'] |
nobody |
8-29908 8 days ago |
8-29908 8 days ago |
8-29573 8 days |
0 |
| 44541 |
vincentqb author:vincentqb |
feat(Computability/Partrec): computability of list operations |
This PR adds `Computable.list_foldl`, `list_foldr`, `list_rec`, and `list_map`, with the same statements as their `Primrec` counterparts.
---
The code, the testing, and this description were prepared with the help of an AI coding assistant.
|
LLM-generated
new-contributor
t-computability
|
37/0 |
Mathlib/Computability/Partrec.lean |
1 |
3 |
['github-actions', 'vincentqb'] |
nobody |
8-29873 8 days ago |
8-30130 8 days ago |
8-29795 8 days |
0 |
| 41915 |
theebayuser author:theebayuser |
feat(Data/List): infixes, the enumerator of contiguous factors |
This PR adds `List.infixes`, which is the list of all infixes of a list.
---
AI disclosure: This code was mostly generated by Claude Fable 5 and Opus 4.8 as part of my larger project on combinatorics on words, which I then reviewed and revised to contribute to mathlib.
|
t-data
LLM-generated
new-contributor
|
37/2 |
Mathlib/Data/List/Infix.lean |
1 |
4 |
['github-actions', 'mathlib-merge-conflicts', 'theebayuser'] |
joneugster assignee:joneugster |
7-52367 7 days ago |
36-67460 36 days ago |
87-35027 87 days |
0 |
| 43539 |
abhijitaj1997 author:abhijitaj1997 |
feat(CategoryTheory/Monoidal/Cartesian/Endomorphism): add ring and semiring structures |
Given two monoidal object in a nice enough category, this show that the monoidal morphisms between then forms an additive group. This additive group is part of a larger semiring structure.
---
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|
new-contributor
t-category-theory
|
165/0 |
Mathlib.lean,Mathlib/CategoryTheory/Monoidal/Cartesian/Endomorphism.lean |
2 |
36 |
['Multramate', 'abhijitaj1997', 'alreadydone', 'github-actions', 'joelriou', 'robin-carlier'] |
joelriou assignee:joelriou |
7-46586 7 days ago |
32-80126 32 days ago |
35-39286 35 days |
0 |
| 44269 |
ROTARTSI82 author:ROTARTSI82 |
feat(Dynamics): periodic orbits must jump up and down |
If x is a periodic point and not a fixed point, there exists some b in its periodic orbit such that b < f b, and some b' such that f b' < b'.
---
This change was motivated by the following proof, a special case of Sharkovskii's theorem:
```lean
theorem exists_isFixedPt_of_continuous_of_mem_periodicPts' {α : Type*}
[ConditionallyCompleteLinearOrder α] [TopologicalSpace α] [OrderTopology α] [DenselyOrdered α]
{f : α → α} {x₀ : α} (hx₀ : x₀ ∈ periodicPts f)
(hf : Continuous f) :
∃(c : α), IsFixedPt f c := by
by_cases hfixed : IsFixedPt f x₀
· exact ⟨x₀, hfixed⟩
obtain ⟨a, _, ha⟩ := exists_lt_map_of_mem_periodicPts hx₀ hfixed
obtain ⟨b, _, hb⟩ := exists_map_lt_of_mem_periodicPts hx₀ hfixed
obtain ⟨c, _, hc⟩ := exists_mem_uIcc_isFixedPt hf.continuousOn ha.le hb.le
exact ⟨c, hc⟩
```
Would this theorem itself or something similar be wanted in mathlib?
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|
new-contributor
t-dynamics
|
39/0 |
Mathlib/Dynamics/PeriodicPts/Defs.lean,Mathlib/Order/Monotone/Basic.lean |
2 |
3 |
['ROTARTSI82', 'github-actions'] |
urkud assignee:urkud |
7-46583 7 days ago |
16-31930 16 days ago |
16-31595 16 days |
0 |
| 44392 |
yhx-12243 author:yhx-12243 |
fix(Algebra/Polynomial/Roots): fix tendstoCofinite with normal generic universe |
Remove the extraneous accidentally {R : Type} [CommRing R] [IsDomain R] in the signature of `Polynomial.tendstoCofinite_of_natDegree_ne_zero`, make it generic. |
t-algebra
new-contributor
label:t-algebra$ |
2/2 |
Mathlib/Algebra/Polynomial/Roots.lean |
1 |
3 |
['github-actions', 'plp127'] |
nobody |
6-75393 6 days ago |
12-81535 12 days ago |
12-81200 12 days |
0 |
| 44465 |
ishanrk author:ishanrk |
fix: handle nested conditionals in to_dual |
Before this PR, `@[to_dual]` failed with `function expected` on `nested_max` (the theorem in the issue above)
The problem was that `updateDecl` added helper functions to the `nested_max` proof (making the comparison functions' inputs explicit), but checked the modified proof against the original `nested_max` statement (which doesn't have these helpers). The nested comparison in the original statement also needed those helpers for Lean to recognise the function's inputs.
Fixes #42852. |
t-meta
new-contributor
maintainer-merge
|
25/5 |
Mathlib/Tactic/Translate/Core.lean,MathlibTest/Attribute/ToDual.lean |
2 |
9 |
['JovanGerb', 'github-actions', 'grunweg', 'ishanrk'] |
nobody |
6-58811 6 days ago |
6-59413 6 days ago |
10-15493 10 days |
0 |
| 44613 |
keithadler author:keithadler |
feat(RepresentationTheory): irreducible representations are bounded by conjugacy classes |
For a finite group `G` and an algebraically closed field `k` in which `|G|` is invertible, `Representation.char_orthonormal` gives orthogonality of irreducible characters. This PR adds the consequence that is used in practice:
* `Representation.classFunction ρ : ConjClasses G → k`, the character as a class function;
* `Representation.linearIndependent_classFunction`: the class functions of a family of pairwise non-isomorphic irreducible representations are linearly independent;
* `Representation.card_le_card_conjClasses`: such a family has at most `Nat.card (ConjClasses G)` members.
This is the upper-bound half of "the number of irreducible representations equals the number of conjugacy classes" (the other half, that characters span the class functions, is not yet in Mathlib). The bound is exactly what is needed to show that an explicit list of `Nat.card (ConjClasses G)` pairwise non-isomorphic irreducibles is complete; e.g. with the companion PR on conjugacy classes of `Perm α`, that the Specht modules exhaust the irreducible representations of `S_n` (used downstream in https://github.com/keithadler/saxl-lean).
🤖 Generated with [Claude Code](https://claude.com/claude-code)
---
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
118/0 |
Mathlib.lean,Mathlib/RepresentationTheory/CharacterCount.lean |
2 |
2 |
['github-actions'] |
nobody |
6-54680 6 days ago |
6-65004 6 days ago |
6-64669 6 days |
0 |
| 44618 |
barni120400 author:barni120400 |
feat(RingTheory/MvPolynomial/Homogeneous): powers of linear forms span the homogeneous polynomials |
Prove that the `n`-th powers of linear forms span the homogeneous polynomials of degree `n` (`MvPolynomial.homogeneousSubmodule_eq_span_pow`). Along the way, add the identity `Finset.sum_powerset_neg_one_pow_card_mul_sum_sdiff_pow_card` used in the proof.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-data
new-contributor
LLM-generated
|
64/0 |
Mathlib/Data/Nat/Choose/Sum.lean,Mathlib/RingTheory/MvPolynomial/Homogeneous.lean |
2 |
2 |
['github-actions'] |
nobody |
6-54616 6 days ago |
6-57747 6 days ago |
6-59627 6 days |
0 |
| 42357 |
SynBurz author:SynBurz |
feat: the Krull dimension of the product of finitely many rings is equal to the maximum of Krull dimensions of the factors |
Add `ringKrullDim_pi_eq_iSup_ringKrullDim`. Also add useful defs: `LTSeries.sigmaEquiv`, `PrimeSpectrum.sigmaToPiOrderIso`, and lemmas `PrimeSpectrum.sigmaToPiOrderIso_apply`, Pi.not_comap_evalRingHom_le_comap_of_neq`, `LTSeries.sigma_fst_eq_fst`.
---
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|
new-contributor
t-algebra
label:t-algebra$ |
93/0 |
Mathlib/Order/RelSeries.lean,Mathlib/RingTheory/Ideal/Maps.lean,Mathlib/RingTheory/Spectrum/Prime/Topology.lean |
3 |
6 |
['SynBurz', 'github-actions', 'mathlib-merge-conflicts', 'wwylele'] |
nobody |
6-54360 6 days ago |
6-56225 6 days ago |
35-66705 35 days |
0 |
| 41904 |
rshlyakh author:rshlyakh |
feat(RingTheory/KrullDimension): add Krull dimension preservation under injective integral extensions |
This proves that an injective integral homomorphism of commutative rings
preserves Krull dimension, based on the `Algebra.HasGoingUp` infrastructure from #40911. It includes:
- `RingHom.IsIntegral.ringKrullDim_eq_of_injective`: injective integral homomorphisms of
commutative rings preserve Krull dimension.
- `RingHom.IsIntegral.ringKrullDim_quotient_ker_eq`: for an integral extension `f : A →+* B`,
the Krull dimension of `B` is equal to the Krull dimension of `A ⧸ RingHom.ker f`.
- [x] depends on: #40911
- [x] depends on: #41058
---
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|
t-ring-theory
new-contributor
|
77/12 |
Mathlib.lean,Mathlib/RingTheory/Ideal/HasGoingUp.lean,Mathlib/RingTheory/KrullDimension/Integral.lean |
3 |
14 |
['github-actions', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'rshlyakh', 'vlad902'] |
mariainesdff assignee:mariainesdff |
6-46586 6 days ago |
60-53496 60 days ago |
87-26654 87 days |
1 |
| 42786 |
rshlyakh author:rshlyakh |
feat(Data/Finsupp/NatCard): count finsupps of bounded degree |
Adds the formula that the number of finitely-supported functions `α →₀ ℕ` with degree less than or equal to `n` is equal to `Nat.choose (Nat.card α + n) n`. The proof is by establishing an equivalence `Sym (Option α) n ≃ {f : α →₀ ℕ // f.degree ≤ n}` and using the stars-and-bars formula `Sym.equivNatSum.`
---
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[](https://gitpod.io/from-referrer/)
|
t-data
new-contributor
|
56/0 |
Mathlib.lean,Mathlib/Data/Finsupp/NatCard.lean |
2 |
2 |
['github-actions'] |
TwoFX assignee:TwoFX |
6-46582 6 days ago |
60-42451 60 days ago |
60-44750 60 days |
0 |
| 42110 |
Zeta-Wu author:Zeta-Wu |
feat: add path length for paths in pseudo emetric spaces |
This PR defines the length of a path in a `PseudoEMetricSpace` as its variation on the unit interval.
It proves the basic properties of path length:
- the endpoint distance is bounded by the length;
- the constant path has length zero;
- reversing a path preserves its length;
- concatenating two paths adds their lengths.
Main declarations:
- `Path.length`
- `Path.edist_le_length`
- `Path.length_refl`
- `Path.length_symm`
- `Path.length_trans`
This is intended as a first step toward a broader theory of rectifiable paths, including later results on invariance of length under monotone reparametrization, and shortest paths are line segments up to monotone reparametrization in strict convex spaces.
This PR was discussed on Zulip [here](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/PR.20.2342110.3A.20Path.2Elength.20in.20PseudoEMetricSpace).
AI disclosure: I used an agent called ReasLingo to generate those codes. After the codes are generated I read them line by line and ask the agent to rewrite some proofs when I think it is a bad code. For design decisions, I asked the agent to give me several versions, and I manually picked one of them to make sure it fits human understanding.
---
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[](https://gitpod.io/from-referrer/)
|
t-topology
new-contributor
LLM-generated
|
231/0 |
Mathlib.lean,Mathlib/Topology/EMetricSpace/ArcLength.lean,Mathlib/Topology/EMetricSpace/PathLength.lean,Mathlib/Topology/Path.lean,Mathlib/Topology/UnitInterval.lean |
5 |
129 |
['CoolRmal', 'SnirBroshi', 'Zeta-Wu', 'felixpernegger', 'github-actions', 'pelicanhere', 'scholzhannah'] |
nobody |
6-45685 6 days ago |
28-830 28 days ago |
68-26088 68 days |
0 |
| 44612 |
keithadler author:keithadler |
feat(GroupTheory/Perm): conjugacy classes of `Perm α` are partitions of `Nat.card α` |
Mathlib has `Equiv.Perm.partition` (cycle type padded with fixed points), `Equiv.Perm.partition_eq_of_isConj` and `Equiv.Perm.exists_with_cycleType_iff`, but never packages them into the classical bijection between conjugacy classes of `Perm α` and partitions of `Nat.card α`. This PR adds
* `Equiv.Perm.conjClassesPartition : ConjClasses (Perm α) → (Nat.card α).Partition`, with `conjClassesPartition_injective` and `conjClassesPartition_surjective` (via `exists_partition_eq`: every partition is the partition of some permutation);
* `Equiv.Perm.conjClassesEquivPartition : ConjClasses (Perm α) ≃ (Nat.card α).Partition`;
* `Equiv.Perm.card_conjClasses_eq_card_partition`.
Motivation: together with the character-count bound in a companion PR, this is the counting input for "every irreducible representation of `S_n` is a Specht module" (used downstream in a formalisation of Saxl's conjecture, https://github.com/keithadler/saxl-lean).
🤖 Generated with [Claude Code](https://claude.com/claude-code)
---
|
t-group-theory
new-contributor
LLM-generated
|
96/0 |
Mathlib.lean,Mathlib/GroupTheory/Perm/ConjClassesPartition.lean |
2 |
4 |
['SnirBroshi', 'github-actions', 'keithadler'] |
nobody |
6-35346 6 days ago |
6-65006 6 days ago |
6-64671 6 days |
0 |
| 44020 |
bally65 author:bally65 |
feat(NumberTheory/Fibonacci): congruences for Fibonacci numbers modulo a prime |
For a prime p ≠ 2: F_p ≡ (5/p) (mod p), hence p ∣ F_{p-1} when (5/p) = 1 and p ∣ F_{p+1} when (5/p) = -1, plus the p % 5 forms via quadratic reciprocity. Proof in (ZMod p)[X]/(X^2 - X - 1) via Frobenius; no case split on (5/p).
AI disclosure: I used Claude and ChatGPT to discuss ideas, to adjust and optimize the approach, and to explore whether there was something worth taking on. They also proposed many of the problems, lines of thought, and decisions about direction. Almost all of the Lean code, including the changes made in response to review, was written by Claude Code.
AI 使用聲明：我使用 Claude 和 ChatGPT 討論構思、調整與優化，也討論有沒有值得挑戰的方向。它們也提出了許多題目、思路和決策方向。Lean 程式碼與依審稿意見所做的修改，幾乎全部由 Claude Code 撰寫。
Note: the English disclosure is a translation of my Chinese text, assisted by Claude. |
t-number-theory
new-contributor
LLM-generated
|
188/0 |
Mathlib.lean,Mathlib/NumberTheory/Fibonacci.lean |
2 |
11 |
['Julian-Kuelshammer', 'bally65', 'github-actions'] |
nobody |
5-80535 5 days ago |
5-83651 5 days ago |
5-85710 5 days |
0 |
| 44019 |
bally65 author:bally65 |
feat(Computability/Primrec): primality is primitive recursive |
Primrec.nat_prime : PrimrecPred Nat.Prime, via Nat.prime_def_lt' and the bounded quantifier PrimrecRel.forall_lt. Mathlib had no computability statement about Nat.Prime.
AI disclosure: I used Claude and ChatGPT to discuss ideas, to adjust and optimize the approach, and to explore whether there was something worth taking on. They also proposed many of the problems, lines of thought, and decisions about direction. Almost all of the Lean code was written by Claude Code. I applied the reviewer's suggested changes myself.
AI 使用聲明：我使用 Claude 和 ChatGPT 討論構思、調整與優化，也討論有沒有值得挑戰的方向。它們也提出了許多題目、思路和決策方向。Lean 程式碼幾乎全部由 Claude Code 撰寫。審稿人提供的修改建議由我自己套用。
Note: the English disclosure is a translation of my Chinese text, assisted by Claude. |
t-computability
new-contributor
LLM-generated
|
44/0 |
Mathlib.lean,Mathlib/Computability/Primrec/Prime.lean |
2 |
6 |
['bally65', 'github-actions', 'pepamontero'] |
nobody |
5-80301 5 days ago |
22-652 22 days ago |
23-34970 23 days |
0 |
| 44632 |
skwh54 author:skwh54 |
feat(RingTheory): prove semiprimary rings are closed under opposites |
This PR proves that a ring is semiprimary if and only if its opposite ring is semiprimary, resolving the three proof_wanted declarations in Wanted/RingTheory/SimpleModule/WedderburnArtin.lean.
It adds the required Jacobson radical symmetry and quotient-ring equivalence, and includes the Artinian/Noetherian consequence as an example in MathlibTest.
The Jacobson radical symmetry proof is adapted from [Haruhisa Enomoto's Lean 3 formalization](https://github.com/haruhisa-enomoto/lean-noncommutative-ring/blob/master/src/nc_jacobson_ideal.lean).
This PR was created with assistance from Codex. |
file-removed
t-ring-theory
new-contributor
LLM-generated
|
168/21 |
Mathlib.lean,Mathlib/RingTheory/Jacobson/Opposite.lean,Mathlib/RingTheory/SimpleModule/WedderburnArtin.lean,MathlibTest/JacobsonOpposite.lean,Wanted.lean,Wanted/RingTheory/SimpleModule/WedderburnArtin.lean |
6 |
2 |
['github-actions'] |
nobody |
5-77984 5 days ago |
6-14618 6 days ago |
6-14283 6 days |
0 |
| 44540 |
vincentqb author:vincentqb |
feat(Algebra/Polynomial): monotonicity of polynomial evaluation |
This PR adds `Polynomial.eval_le_eval`, tagged `@[gcongr]`, for preordered semirings whose addition and multiplication are monotone. It applies in particular to `ℕ`, `ℝ≥0`, and `ℝ≥0∞`.
---
This supplies the polynomial monotonicity lemma used privately in #44441.
The code, the testing, and this description were prepared with the help of an AI coding assistant.
|
LLM-generated
new-contributor
t-algebra
label:t-algebra$ |
22/0 |
Mathlib/Algebra/Polynomial/AlgebraMap.lean,Mathlib/Algebra/Polynomial/Eval/Defs.lean |
2 |
11 |
['SnirBroshi', 'github-actions', 'vincentqb'] |
nobody |
5-73695 5 days ago |
5-75180 5 days ago |
5-81372 5 days |
0 |
| 44539 |
vincentqb author:vincentqb |
feat(GroupTheory/GroupAction): prove Jordan's strong criteria |
This PR proves Jordan's strong criteria for 2-pretransitivity and 2-preprimitivity of the normal closure of a fixing subgroup, using a shared induction for normal subgroups. It preserves the existing unprimed criteria and deprecates their redundant combined helper.
The original transitivity `proof_wanted`, with `n + 1 < Nat.card α`, is false. `Counterexamples/Jordan.lean` checks every original hypothesis for the natural action of `S₃` on three points with `s = {0, 1}` and `n = 1`. The fixing subgroup acts transitively on the singleton complement, but it and its normal closure are trivial, so the required 2-pretransitivity fails.
The proved transitivity criterion uses `n + 2 < Nat.card α`, excluding this counterexample. The original preprimitivity wanted statement already used that bound and is proved with its original hypotheses.
Validation: the Jordan module, counterexample module, and remaining Wanted Jordan module build; style lint passes. The counterexample and both strong criteria have no `sorryAx` in their axiom dependencies.
---
The code, tests, and this description were prepared with the help of OpenAI Codex.
|
LLM-generated
new-contributor
t-group-theory
|
235/136 |
Counterexamples.lean,Counterexamples/Jordan.lean,Mathlib/GroupTheory/GroupAction/Jordan.lean,Wanted/GroupTheory/GroupAction/Jordan.lean |
4 |
9 |
['github-actions', 'tb65536', 'vincentqb'] |
nobody |
5-72679 5 days ago |
5-73202 5 days ago |
7-9227 7 days |
0 |
| 44598 |
kirill-kondrashov author:kirill-kondrashov |
feat(LinearAlgebra/ExteriorPower): add API for HodgeStar |
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
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git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
the commit message (that is, directly before the `---`) using the following format:
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If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
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- ...
Deletions:
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[](https://gitpod.io/from-referrer/)
This is a follow-up of the https://github.com/leanprover-community/mathlib4/pull/43140 which stated a few TODO points.
This PR implements the first TODO point
* Add API to obviate the need to supply the volume element in the presence of `Module.Oriented`.
GPT 6 Luna Max was used for initial brainstorming (as well as Mathlib API investigation on the existing relevant constructions), mainly overwritten and refactored manually. |
t-algebra
LLM-generated
new-contributor
label:t-algebra$ |
23/1 |
Mathlib/LinearAlgebra/ExteriorPower/HodgeStar.lean |
1 |
7 |
['github-actions', 'kirill-kondrashov', 'themathqueen'] |
nobody |
5-63727 5 days ago |
6-5992 6 days ago |
6-8402 6 days |
0 |
| 44535 |
vincentqb author:vincentqb |
feat(RingTheory/SimpleModule): semisimplicity along semilinear maps |
This PR proves that semisimplicity passes to the domain of an injective semilinear map and to the codomain of a surjective one, assuming `RingHomSurjective σ`.
The scalar-map hypothesis corrects the two `proof_wanted` statements. For example, the injective map `ℤ → ℚ` would otherwise imply that `ℤ` is semisimple as a `ℤ`-module.
---
The code, the testing, and this description were prepared with the help of an AI coding assistant.
|
LLM-generated
new-contributor
file-removed
t-ring-theory
|
31/30 |
Mathlib/LinearAlgebra/Isomorphisms.lean,Mathlib/LinearAlgebra/Quotient/Basic.lean,Mathlib/RingTheory/SimpleModule/Basic.lean,Wanted.lean,Wanted/RingTheory/SimpleModule/Basic.lean |
5 |
9 |
['github-actions', 'tb65536', 'vincentqb'] |
nobody |
5-62374 5 days ago |
5-65027 5 days ago |
6-86183 6 days |
0 |
| 42365 |
hawkrobe author:hawkrobe |
feat(LinearAlgebra/TensorProduct): tensor product of graded modules is graded |
---
Split from #39849, also a first step toward the TODO in `LinearAlgebra/TensorProduct/Graded/Internal.lean` (the tensor product of graded algebras is graded.) I tried to model it after [AddMonoidAlgebra.gradeBy](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Algebra/MonoidAlgebra/Grading.html#AddMonoidAlgebra.gradeBy).
[](https://gitpod.io/from-referrer/)
|
t-algebra
new-contributor
label:t-algebra$ |
158/0 |
Mathlib/Data/DFinsupp/Defs.lean,Mathlib/LinearAlgebra/TensorProduct/Decomposition.lean,Mathlib/LinearAlgebra/TensorProduct/Map.lean |
3 |
2 |
['github-actions'] |
ocfnash assignee:ocfnash |
5-46590 5 days ago |
57-66045 57 days ago |
72-59317 72 days |
2 |
| 43758 |
joelcanary author:joelcanary |
feat(NumberTheory/ArithmeticFunction): the Redheffer determinant equals the Mertens function |
This PR adds the zeta (divisibility) matrix, the Redheffer matrix and the Mertens function, and proves **Redheffer's theorem** (1977): the determinant of the `(n+1) × (n+1)` Redheffer matrix equals the Mertens function `M(n+1) = ∑_{k ≤ n+1} μ(k)`.
In `Mathlib/NumberTheory/ArithmeticFunction/Moebius.lean`:
- `ArithmeticFunction.sum_divisors_moebius (k) : ∑ d ∈ k.divisors, μ d = if k = 1 then 1 else 0`, the pointwise form of `moebius_mul_coe_zeta`.
New file `Mathlib/NumberTheory/ArithmeticFunction/Redheffer.lean`:
- `ArithmeticFunction.mertens : ArithmeticFunction ℤ`, the summatory function of `μ`, with `mertens_apply : mertens n = ∑ k ∈ Icc 1 n, μ k`, `mertens_one`, `mertens_add_one` and `mertens_eq_sum_fin` (the `0`-based form `∑ i : Fin n, μ (i + 1)` used on the matrix side);
- `Matrix.zetaMatrix R n : Matrix (Fin n) (Fin n) R` for any `R` with `0` and `1` (entry `1` iff `i + 1 ∣ j + 1`), with `zetaMatrix_apply` (simp), `zetaMatrix_isUpperTriangular` and, for `CommRing R`, `det_zetaMatrix : det = 1`;
- `Matrix.redheffer R n` (the zeta matrix with its first column set to ones), with `redheffer_apply` (simp) and `redheffer_eq_updateCol`;
- `Matrix.det_redheffer (n) : (redheffer R (n + 1)).det = mertens (n + 1)` for any `CommRing R` (with `mertens` cast into `R`);
- `Nat.sum_fin_dvd_eq_sum_divisors`, the reindexing `∑ x : Fin n, (if x + 1 ∣ m then f (x + 1) else 0) = ∑ d ∈ m.divisors, f d` for `0 < m ≤ n`, which is what turns the matrix product into a divisor sum.
Proof sketch: by linearity of `det` in the first column, `det (redheffer R (n+1)) = det (zetaMatrix R (n+1)) + det (zetaMatrix with first column (0,1,…,1))`. The first term is `1`; by Cramer's rule (`det_smul_inv_mulVec_eq_cramer`) the second is the first row of the inverse of the zeta matrix dotted with `(0,1,…,1)`, and that row is `(μ 1, …, μ (n+1))` because `μ * ζ = 1` (`moebius_mul_coe_zeta`, via `sum_divisors_moebius`). The remaining sum `μ 2 + ⋯ + μ (n+1)` is `mertens (n+1) - 1`.
The ring `R` is an explicit argument of `zetaMatrix` and `redheffer` since nothing else determines it. Neither the Mertens function nor the Redheffer matrix currently appear in Mathlib. The new file imports only `LinearAlgebra.Matrix.Block` and `NumberTheory.ArithmeticFunction.Moebius`. Reference added to `docs/references.bib` (`redheffer1977`).
AI use: the Lean code and this description were written with an AI agent (Claude) under my direction, from a proof in my own project; I reviewed every declaration, and the branch was checked locally with `lake build`, `lake exe lint-style` and `lake exe runLinter` before each push. |
t-number-theory
new-contributor
LLM-generated
|
236/0 |
Mathlib.lean,Mathlib/NumberTheory/ArithmeticFunction/Moebius.lean,Mathlib/NumberTheory/ArithmeticFunction/Redheffer.lean,docs/references.bib |
4 |
15 |
['Parcly-Taxel', 'github-actions', 'joelcanary', 'wwylele'] |
MichaelStollBayreuth assignee:MichaelStollBayreuth |
5-46586 5 days ago |
26-9924 26 days ago |
31-69996 31 days |
2 |
| 43418 |
aimmerwahr author:aimmerwahr |
feat(RingTheory): prove `comap_ringConGen_equiv` (`proof_wanted`) |
Prove that `(ringConGen r).comap f = ringConGen (r on f)` for an EquivLike as stated in proof_wanted.
I rearranged the parameter order (and dropped `[FunLike F R' R]`) from the original proof_wanted statement, since EquivLike already gives a FunLike and having repeated FunLike (that are not definitionally equal) makes instance resolution impossible.
This is essentially the same proof as the previous ring equivalence version (pulling back the RingCon by f inverse and then by f), with comap spelled out explicitly.
AI usage: Everything is proved by hand. I then worked with AI to review and simplify the code.
Thanks to @pepamontero for suggesting a better formulation! |
file-removed
t-ring-theory
new-contributor
easy
tech debt
|
18/36 |
Mathlib/LinearAlgebra/FreeProduct/Basic.lean,Mathlib/RingTheory/Congruence/Basic.lean,Wanted.lean,Wanted/RingTheory/Congruence/Basic.lean |
4 |
22 |
['aimmerwahr', 'eric-wieser', 'github-actions', 'ocfnash', 'pepamontero'] |
nobody |
5-38112 5 days ago |
5-39795 5 days ago |
38-76628 38 days |
0 |
| 43183 |
BorisTheBrave author:BorisTheBrave |
fix(Tactic/Linarith): carry `!` and the configuration into `linarith?… |
`linarith?` uses the same configuration as `linarith`,
but previously printed a bare `linarith only [...]` suggestion regardless
of the configuration.
Now all config options except `minimize` are carried into the suggestion.
---
Note: #42588 has a [test](https://github.com/leanprover-community/mathlib4/pull/42588/files#diff-3657543f804f0a57e384f6a9338cc53803a50bebdfb16c1ecd0b514f3fda332fR863) that
unintentionally highlights the problem:
```lean
/--
info: Try this:
[apply] linarith only [hne, hle]
-/
#guard_msgs in
example (a b : ℚ) (hne : a ≠ b) (hle : a ≥ b) (junk : (0:ℚ) < 1) : b < a := by
linarith? +splitNe
```
This suggestion doesn't actually close the proof.
It should suggest `linarith +splitNE only [hne, hle]`.
Should we be using `says` syntax for these tests? I'm unclear on the rule here.
Note: `simp?` has very similar code, `filterSuggestionsAndLocalsFromSimpConfig`, that this PR was modelled after.
AI disclosure:
Claude Code (Fable) first flagged this problem to me, and wrote the first draft. I
made some tweaks to better fit mathlib's style, and wrote all the prose.
[](https://gitpod.io/from-referrer/) |
t-meta
new-contributor
maintainer-merge
|
68/6 |
Mathlib/Tactic/Linarith/Frontend.lean,MathlibTest/Tactic/Linarith/Basic.lean |
2 |
18 |
['BorisTheBrave', 'JovanGerb', 'github-actions', 'joneugster', 'sharky564'] |
joneugster assignee:joneugster |
5-6389 5 days ago |
40-13756 40 days ago |
47-11641 47 days |
0 |
| 44122 |
joelcanary author:joelcanary |
feat(NumberTheory/LegendreSymbol): the quadratic character sum along … |
…an odd function vanishes
If `-1` is not a square in a finite field `F`, then for every odd `f : F → F` the sum `∑ x, quadraticChar F (f x)` is zero: reindexing by the involution `x ↦ -x` turns the sum into `quadraticChar F (-1)` times itself, so it equals its own negative.
Stated next to `quadraticChar_sum_zero`, which is the sum of the character over the whole field. `Function.Odd` is the predicate already in Mathlib; importing `Mathlib.Algebra.Group.EvenFunction` for it adds no module to the transitive closure (it was already reachable through `Mathlib.Data.ZMod.Basic`), the direct import only brings the name into scope.
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
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will format the text above it as a title.
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Co-authored-by: Author Name <author@email.com>
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- Vector.* -> List.Vector.*
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|
t-number-theory
new-contributor
LLM-generated
|
16/0 |
Mathlib/NumberTheory/LegendreSymbol/QuadraticChar/Basic.lean |
1 |
6 |
['github-actions', 'joelcanary', 'mathlib-merge-conflicts', 'wwylele'] |
nobody |
4-82673 4 days ago |
4-84927 4 days ago |
20-83526 20 days |
0 |
| 42888 |
forxhunter author:forxhunter |
feat(Combinatorics/SimpleGraph): abstract polymer model and the Kotecký–Preiss criterion |
This PR introduces the abstract polymer model of statistical mechanics and the classical
convergence criteria for its cluster expansion, in
`Mathlib/Combinatorics/SimpleGraph/ClusterExpansion.lean`.
The central object is the partition function over independent subsets of a finite family
`Λ` in a graph `G` of incompatibilities, with activities (weights) `w`:
`G.indepPartitionFunction w Λ = ∑ S ⊆ Λ independent in G, ∏ v ∈ S, w v`
As a graph invariant this is the **multivariate independence polynomial** (the
independent-set polynomial of Scott–Sokal) of the subgraph induced on `Λ`, evaluated at `w`;
in statistical mechanics it is the partition function of the abstract polymer model /
hard-core lattice gas. Mathlib has `SimpleGraph.IsIndepSet` (and `IsNIndepSet`, `indepNum`,
…) but — as far as I can find — no independence polynomial in any form; the definition here
is built directly on `IsIndepSet` and is stated for weights in an arbitrary `CommSemiring`.
Main results:
* `SimpleGraph.indepPartitionFunction_deletion`: the deletion identity
`Z Λ = Z (Λ.erase v) + w v * Z (Λ \ N[v])` (over any `CommSemiring`), the induction
backbone of the whole theory.
* `SimpleGraph.DobrushinCriterion` / `SimpleGraph.KoteckyPreissCriterion`: the two classical
sufficient convergence conditions as `Prop`-valued structures, and
`KoteckyPreissCriterion.toDobrushinCriterion`: KP implies Dobrushin via the explicit
damping ansatz `x v = 1 - exp (-(|w v| * exp (a v)))`.
* `SimpleGraph.DobrushinCriterion.indepPartitionFunction_pos`: **nonvanishing** — for signed
real activities satisfying Dobrushin's condition, `0 < Z Λ` for every finite `Λ`, proved
by a strong induction through the deletion identity (the inductive route of
Bissacot–Fernández–Procacci, J. Stat. Phys. 139 (2010); no analyticity, no cluster
combinatorics), together with one-step and telescoped ratio bounds and the two-sided
log-ratio bound `|log (Z Λ) - log (Z Λ')| ≤ ∑ v ∈ Λ \ Λ', -log (1 - x v)`.
* The finite **Kotecký–Preiss theorem** (Comm. Math. Phys. 103 (1986)) with the classical
constants: `KoteckyPreissCriterion.indepPartitionFunction_pos`,
`exp (-∑ a)`- and `exp (∑ a)`-ratio bounds, and
`|log (Z Λ) - log (Z Λ')| ≤ ∑ v ∈ Λ \ Λ', |w v| * exp (a v) ≤ ∑ v ∈ Λ \ Λ', a v`.
* Also new small API: `SimpleGraph.closedNeighborFinset` (`N[v]` as a `Finset`, which
Mathlib currently lacks), `IsIndepSet.not_adj`, `isIndepSet_coe_iff`, and the
unconditional nonnegative-activity estimates (`one_le_indepPartitionFunction`,
`indepPartitionFunction_le_prod`, monotonicity, domination by absolute activities).
Everything is stated for a locally finite incompatibility graph (`[G.LocallyFinite]`) with
finite volumes `Λ : Finset α`; the infinite-volume statements are exactly the monotone
limits of these and are left for a later PR.
**Motivation.** Cluster/polymer expansions are the workhorse of rigorous statistical
mechanics and constructive quantum field theory — they are the standard tool behind
exponential decay of correlations, uniqueness of Gibbs states, and strong-coupling
expansions in lattice gauge theory. To my knowledge no proof assistant has any of this
material (checked against Lean/Mathlib, Coq, and Isabelle AFP, 2026-08-17). This PR is the
self-contained combinatorial/analytic core, extracted from an ongoing Lean formalization
program in mathematical physics (lattice gauge theory, Osterwalder–Seiler strong-coupling
regime), where these bounds are the engine for decay-of-correlations results. Via
Scott–Sokal (J. Stat. Phys. 118 (2005)), the nonvanishing region of this same polynomial is
also the natural home of the Lovász local lemma / Shearer bound, so the object should be
useful to combinatorics independently of the physics.
References: Kotecký–Preiss 1986; Dobrushin 1996; Fernández–Procacci 2007;
Bissacot–Fernández–Procacci 2010; Scott–Sokal 2005 (LLL connection); Fialho
arXiv:2001.00652 (proof source for the follow-up FP engine).
**Planned follow-up PRs** (material exists and is proved; kept out to keep this PR
reviewable):
1. The Fernández–Procacci criterion (replace `exp` in KP by the local partition function on
`N[v]`) and its convergence engine, via Fialho's minorant-invariant induction
(arXiv:2001.00652) — weaker hypothesis, sharper `(1 + μ)` one-step bound.
2. Certified separations of the criterion hierarchy: Dobrushin strictly weaker than KP, FP
strictly weaker than Dobrushin (quantified over *all* ansatzes), and non-necessity of all
three.
3. Exponential decay of truncated correlations in the walk-distance of the incompatibility
graph, with explicit constants.
4. One-point occupancy (density) bounds under KP.
5. Possibly: the uniform-activity specialization as a univariate `Polynomial`, connecting
to the classical independence polynomial `I(G, x)`.
Naming is up for discussion: `indepPartitionFunction` was chosen to serve both the graph
theory and the statistical mechanics readings; I am happy to rename (e.g. to something
closer to "independence polynomial") or to split the `CommSemiring` definition from the
real-activity engine if reviewers prefer.
**AI disclosure**: this PR was substantially generated with Claude Code (Anthropic) — the
proof scripts, the port to current master, and the deduplication against existing Mathlib
material. It is opened as a **draft** while the human author reviews the content; it will be
marked ready only after that review, per the policy that contributors must understand and be
able to defend AI-assisted contributions. The `LLM-generated` label applies and should be
added by a maintainer.
awaiting-author items (will be resolved before marking ready):
- [x] Author review of the full file per the AI-contribution policy.
- [x] The `Authors:` line is finalized as `Tianyu (forxhunter)`.
- [x] Decide on the final name for `indepPartitionFunction` with reviewers.
|
t-combinatorics
new-contributor
LLM-generated
|
723/0 |
Mathlib.lean,Mathlib/Combinatorics/SimpleGraph/ClusterExpansion.lean |
2 |
3 |
['forxhunter', 'github-actions'] |
nobody |
4-76359 4 days ago |
4-77086 4 days ago |
4-76846 4 days |
0 |
| 44261 |
javgomzar author:javgomzar |
feat(Algebra/Category/Grp): free functor preserves monomorphisms |
Refactored the proof for AddCommGrpCat, so that it also works in GrpCat.
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
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For details on the "pull request lifecycle" in mathlib, please see:
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In particular, note that most reviewers will only notice your PR
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Please ask for help on https://leanprover.zulipchat.com if needed.
When merging, all the commits will be squashed into a single commit
listing all co-authors.
Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
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Co-authored-by: Author Name <author@email.com>
If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
Any other comments you want to keep out of the PR commit should go
below the `---`, and placed outside this HTML comment, or else they
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If this PR depends on other PRs, please list them below this comment,
using the following format:
- [ ] depends on: #abc [optional extra text]
- [ ] depends on: #xyz [optional extra text]
-->
|
t-algebra
new-contributor
label:t-algebra$ |
18/5 |
Mathlib/Algebra/Category/Grp/Adjunctions.lean |
1 |
15 |
['JX-Mo', 'github-actions', 'javgomzar', 'mathlib-merge-conflicts'] |
nobody |
4-75177 4 days ago |
4-75872 4 days ago |
16-48124 16 days |
0 |
| 44681 |
Altabeh author:Altabeh |
feat(Analysis/ODE/Linearization): the derivative of a flow at a fixed… |
Add a new file `Mathlib/Analysis/ODE/Linearization.lean`. Let `ϕ : Flow ℝ E` on a real Banach space
be generated by a vector field `f`, meaning `∀ x t, HasDerivAt (fun s ↦ ϕ s x) (f (ϕ t x)) t`. If
`e` is a fixed point of `ϕ` and `f` has derivative `A` at `e`, then every time-`t` map has derivative
`exp (t • A)` at `e`:
* `Flow.hasFDerivAt_of_isFixedPt`: `HasFDerivAt (ϕ t) (exp (t • A)) e` for every `t : ℝ`.
* `Flow.fderiv_eq_exp_of_isFixedPt`: the `fderiv` form.
* `Flow.eventually_norm_sub_exp_le`: a uniform estimate on compact time intervals. For `0 ≤ T` and
`0 < ε`, eventually for `x` near `e`, `‖ϕ t x - e - exp (t • A) (x - e)‖ ≤ ε * ‖x - e‖` for all
`t ∈ [0, T]`.
Only differentiability of `f` at `e` is needed; nothing is assumed about `f` elsewhere. The estimate
comes from comparing `ϕ t x - e` with `exp (t • A) (x - e)` using Grönwall's inequality. Negative
times are handled by applying the result to `ϕ.reverse`.
---
This PR is independent of the `LipschitzWith.flow` PR. It applies to any `Flow ℝ E` with a
generating vector field, which includes those flows.
**Proof of `eventually_norm_sub_exp_le` is done by a combination of `Claude Opus 5.5` and `GPT-5.6 Sol`. Linting and comments were done by AI.*** |
new-contributor
t-analysis
LLM-generated
|
166/0 |
Mathlib.lean,Mathlib/Analysis/ODE/Linearization.lean |
2 |
3 |
['github-actions', 'grunweg'] |
nobody |
4-62079 4 days ago |
4-62682 4 days ago |
4-64970 4 days |
0 |
| 44680 |
Altabeh author:Altabeh |
feat(Analysis/ODE/LipschitzFlow): the flow of a globally Lipschitz ve… |
Add a new file `Mathlib/Analysis/ODE/LipschitzFlow.lean`. A globally Lipschitz vector field
`v : E → E` on a real Banach space has a unique solution of `γ' = v ∘ γ` through every point, defined
for all time, and these solutions form a continuous flow:
* `LipschitzWith.exists_forall_hasDerivAt`: global existence of solutions.
* `LipschitzWith.dist_le_of_forall_hasDerivAt`: two solutions satisfy
`dist (γ t) (δ t) ≤ dist (γ 0) (δ 0) * exp (K * |t|)`.
* `LipschitzWith.flow : Flow ℝ E`: the flow of `v`.
* `LipschitzWith.hasDerivAt_flow`: the orbits of the flow solve `γ' = v ∘ γ`.
* `LipschitzWith.flow_eq_of_hasDerivAt`: every global solution is an orbit of the flow.
* `LipschitzWith.dist_flow_le`: `dist (flow t x) (flow t y) ≤ dist x y * exp (K * |t|)`.
The field does not need to be bounded. For a bounded field, Picard–Lindelöf (`IsPicardLindelof`)
gives solutions on each interval `(-(n + 1), n + 1)`, and uniqueness glues them into a global
solution. A general field is reduced to this case by multiplying `v` by a Lipschitz cutoff that is
`1` on `closedBall 0 R`. Grönwall's inequality, using `‖v y‖ ≤ ‖v 0‖ + K * ‖y‖`, shows that for
large `R` the solution stays in that ball on the time interval, so the cutoff does not change it.
---
Continuity of the flow jointly in `(t, x)` comes from
`continuousOn_prod_of_continuousOn_lipschitzOnWith'`, using the exponential separation bound on
bounded time intervals.
**The proofs of`exists_forall_hasDerivAt_of_forall_Ioo`, `lipschitzWith_cutoff_smul`, `norm_le_gronwallBound` and part of `dist_le_of_forall_hasDerivAt` used a combo of `GPT-5.6 Sol` and `Claude Opus 5.5`. Linting and comments were done by AI as well.** |
t-analysis
new-contributor
LLM-generated
|
276/0 |
Mathlib.lean,Mathlib/Analysis/ODE/LipschitzFlow.lean |
2 |
3 |
['github-actions', 'grunweg'] |
nobody |
4-61958 4 days ago |
4-62587 4 days ago |
4-65123 4 days |
0 |
| 40599 |
ChiCubed author:ChiCubed |
feat(LinearAlgebra): rank-nullity theorems for Submodule map/comap |
We show forms of the rank-nullity theorem involving `Submodule.map` and `Submodule.comap`. Together with `LinearMap.ker_comp` this provides a formula for the rank of the kernel of a composite (and, in finite dimensions at least, for the rank of the range).
---
I didn't explicitly write the aforementioned formula for rank ker (f ∘ g) since it is just `LinearMap.ker_comp` followed by `LinearMap.lift_rank_comap`, but perhaps it should be added for discoverability?
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-->
[](https://gitpod.io/from-referrer/)
|
t-algebra
new-contributor
label:t-algebra$ |
63/15 |
Mathlib/Algebra/Module/Submodule/Ker.lean,Mathlib/Algebra/Module/Submodule/Map.lean,Mathlib/Algebra/Module/Submodule/Range.lean,Mathlib/LinearAlgebra/Dimension/RankNullity.lean |
4 |
41 |
['ADedecker', 'ChiCubed', 'github-actions', 'jcommelin', 'themathqueen', 'wwylele'] |
kim-em assignee:kim-em |
4-46591 4 days ago |
34-51519 34 days ago |
112-17388 112 days |
0 |
| 41426 |
gmcninch-prof author:gmcninch-prof |
feat: add symmetric multilinear maps |
Define `SymmetricMap R M N ι`, the type of symmetric `R`-multilinear maps
from `ι → M` to `N` (i.e. multilinear maps invariant under permutation of
their arguments).
---
<!-- Your PR title will become the first line of the commit message.
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the commit message (that is, directly before the `---`) using the following format:
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The code is adapted from Kenny Lau's work
[here](https://github.com/kckennylau/EllipticCurve/blob/master/EllipticCurve/ProjectiveSpace/TensorProduct/SymmetricMap.lean)
-- see [`SymmetricMap`](https://github.com/gmcninch-prof/mathlib4/blob/symmetric-power-lift/Mathlib/LinearAlgebra/TensorProduct/SymmetricMap.lean).
This PR previously also contained the universal property / `lift` for
`SymmetricPower` (relating linear maps out of `Sym[R]^n M` to symmetric
multilinear maps), but per reviewer feedback on Zulip that work has been
split into a separate PR that depends on this one.
Zulip discussion [here](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/SymmetricPower.20universal.20property/near/608532652)
[](https://gitpod.io/from-referrer/)
|
t-algebra
new-contributor
label:t-algebra$ |
397/0 |
Mathlib.lean,Mathlib/LinearAlgebra/TensorProduct/SymmetricMap.lean |
2 |
10 |
['github-actions', 'gmcninch-prof', 'jcommelin'] |
kim-em assignee:kim-em |
4-46587 4 days ago |
93-64436 93 days ago |
95-32403 95 days |
1 |
| 41882 |
theebayuser author:theebayuser |
feat(Data/List): decidability of HasPeriod and periods of repeated lists |
Hello, this PR extends `Mathlib/Data/List/PeriodicityLemma.lean` with:
* a `Decidable (List.HasPeriod w p)` instance (it is a prefix test), and
* two directions that relate periods to repetition:
* `hasPeriod_flatten_replicate` — `(replicate n l).flatten` has period `l.length`
* `eq_flatten_replicate_of_hasPeriod` — a word with period `p` and length `r * p` is the `r`-fold repetition of its length-`p` prefix.
This characterizes `r`-th powers of words by a period plus a length constraint, which a future follow-up PR that I plan to work on will use.
AI disclosure: This code was mostly generated by Claude Fable 5 and Opus 4.8 as part of my larger project on combinatorics on words, which I then reviewed and revised to contribute to mathlib.
|
t-data
LLM-generated
new-contributor
|
56/1 |
Mathlib/Data/List/PeriodicityLemma.lean |
1 |
8 |
['SnirBroshi', 'github-actions', 'theebayuser'] |
nobody |
4-30935 4 days ago |
4-31587 4 days ago |
88-23004 88 days |
0 |
| 44679 |
Altabeh author:Altabeh |
feat(LinearAlgebra/FiniteDimensional/Lemmas): dimension counts in exa… |
Add dimension formulas for exact sequences of vector spaces over a division ring `K`:
* `Function.Exact.finrank_range_add_finrank_range`: if `A → B → C` is exact (maps `f`, `g`) and `B`
is finite-dimensional, then `finrank (range f) + finrank (range g) = finrank B`.
* `Function.Exact.linearEquivQuotientRangeProdKer`: if `A → B → C → D → E` is exact (maps
`f, g, h, j`), then `C ≃ₗ[K] (B ⧸ range f) × ker j`.
* `Function.Exact.finrank_eq_finrank_quotient_range_add_finrank_ker`: hence, when `B` and `D` are
finite-dimensional, `finrank C = finrank (B ⧸ range f) + finrank (ker j)`.
---
The splitting is noncomputable, meaning it picks a complement of `ker h` in `C`. These statements are the counting steps used, for example, when comparing Betti numbers along long exact sequences.
**These are basic results that have been written by myself. The only use of AI was to write the comments and test.** |
t-algebra
new-contributor
label:t-algebra$ |
34/0 |
Mathlib/LinearAlgebra/FiniteDimensional/Lemmas.lean |
1 |
5 |
['Altabeh', 'github-actions', 'grunweg'] |
nobody |
4-26911 4 days ago |
4-62433 4 days ago |
4-65099 4 days |
0 |
| 43349 |
Nicola9Falciola author:Nicola9Falciola |
feat(Algebra/FreeAbelianGroup/Finsupp): add api for the coeff of a single element |
---
Add two API lemmas computing the coefficent of the form `of x` for `x : X` in the FreeAbelianGroup.
<!-- Your PR title will become the first line of the commit message.
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- [ ] depends on: #xyz [optional extra text]
-->
[](https://gitpod.io/from-referrer/)
|
new-contributor
t-algebra
label:t-algebra$ |
8/0 |
Mathlib/Algebra/FreeAbelianGroup/Finsupp.lean |
1 |
3 |
['Nicola9Falciola', 'github-actions'] |
nobody |
3-69918 3 days ago |
41-82643 41 days ago |
41-82308 41 days |
0 |
| 42314 |
sfingali author:sfingali |
feat(RingTheory): continuous valuations |
### Summary
Defines continuous valuations on topological rings: a valuation `v : A → Γ₀`
whose underlying function is continuous for the order topology on `Γ₀`
(Wedhorn, *Adic Spaces*, arXiv:1910.05934, Def. 7.7 and Rem. 7.8(1), p. 58).
* `ContinuousValuationClass` — the class of continuous valuations: a
`ValuationClass` whose functions are continuous.
* `ContinuousValuation` — a bundled continuous valuation.
* `ContinuousValuation.isOpen_lt` — the primary definition of Wedhorn,
Def. 7.7: `{a | v a < γ}` is open for every `γ`.
This is the second step of an adic/perfectoid pipeline (Huber rings → Huber
pairs → continuous valuations → Spa → perfectoid → tilting); #42312 defines
Huber rings. The subspace `Cont(A) ⊆ Spv(A)` of continuous valuations
(Wedhorn, p. 58) will build on `ValuationSpectrum` once #38009 lands — this
PR provides the element-level notion, which is independent of the spectrum
topology.
### References
* T. Wedhorn, *Adic Spaces*, arXiv:1910.05934, Def. 7.7, Rem. 7.8 (p. 58).
|
t-ring-theory
new-contributor
|
99/0 |
Mathlib.lean,Mathlib/RingTheory/Valuation/ContinuousValuation.lean |
2 |
8 |
['github-actions', 'jjdishere', 'sfingali', 'wwylele'] |
nobody |
3-66356 3 days ago |
74-51272 74 days ago |
74-51483 74 days |
0 |
| 43633 |
Jun2028 author:Jun2028 |
feat(SetTheory/Ordinal): classify exponential principal ordinals |
Complete `` TODO: Prove that the exponential principal ordinals are `0`, `1`, `2`, `ω`, or `ε_ x` `` in [Mathlib/SetTheory/Ordinal/Principal.lean](https://github.com/leanprover-community/mathlib4/compare/master...Jun2028:mathlib4:feat/exponential-principal-classification?expand=1#diff-c700a68af59d576bafeeeac5211181f9ce129bdead444df6c9747344817103bd)
By the way, the original TODO was wrong because `1` is not an exponential principal ordinal (it requires $0^0=1<1$ which is false).
---
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[](https://gitpod.io/from-referrer/)
|
t-set-theory
new-contributor
maintainer-merge
|
65/6 |
Mathlib/SetTheory/Ordinal/Principal.lean,Mathlib/SetTheory/Ordinal/Veblen.lean |
2 |
36 |
['Jun2028', 'SnirBroshi', 'YaelDillies', 'github-actions', 'mathlib-merge-conflicts', 'vihdzp'] |
nobody |
3-63134 3 days ago |
3-64952 3 days ago |
32-81322 32 days |
0 |
| 41781 |
teng10 author:teng10 |
feat(Algebra/Representation): add abstract permutation action in TensorPower |
Hello, I'm a new contributor. I had an introduction here on [zulip](https://leanprover.zulipchat.com/#narrow/channel/113489-new-members/topic/Introduction.3A.20Schur.20Weyl.20Duality/with/607194314)
This PR is a first step in formalizing Shur Weyl duality, which I got feedback that it would be useful to mathlib. The final statement I had in mind has the form
/--
The centralizer of `{g^{⊗k} | g ∈ End(V)}`equals `Span{W_σ | σ ∈ S_k}`, for all dimensions `d` and tensor powers `k`.
---/
This PR tries to define permutation action on TensorPower; define permutation image space.
An initial version of the definition is more specific to the Euclidean space (for reference I list them below)
```
open scoped TensorProduct
variable {d : ℕ} {k : ℕ}
/-- The `k`-fold tensor power of `ℂ^d`, defined as `⨂[ℂ] (i : Fin k), (Fin d → ℂ)`. -/
abbrev PiTensorPower (d k : ℕ) : Type :=
PiTensorProduct ℂ (fun (_ : Fin k) => (Fin d → ℂ))
/-- The permutation operator `W_σ` on the tensor power `V^{⊗k}`.
Given `σ : Equiv.Perm (Fin k)`, this acts by permuting the tensor factors:
`W_σ (v₁ ⊗ ⋯ ⊗ vₖ) = v_{σ⁻¹(1)} ⊗ ⋯ ⊗ v_{σ⁻¹(k)}`. -/
def permAction (d : ℕ) {k : ℕ} (σ : Equiv.Perm (Fin k)) :
PiTensorPower d k ≃ₗ[ℂ] TensV d k :=
PiTensorProduct.reindex ℂ (fun (_ : Fin k) => (Fin d → ℂ)) σ
/-- The set of permutation operators in `End(V^{⊗k})`. -/
def permImage (d k : ℕ) : Set (Module.End ℂ (TensV d k)) :=
Set.range (fun σ : Equiv.Perm (Fin k) => (permAction d σ).toLinearMap)
```
LLM acknowledgement: I have used aristotle to write these definitions. However, I am very motivated to learn how to write proper code. I have looked more into `PiTensorProduct` and `TensorPower` module and came to the abstract version in the PR. I tried to ask aristotle about how it's defining things and whether it's suitable for mathlib.
And I would very much appreciate your thoughts on how appropriate these definitions are. Thanks for your time!
Yanting
---
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- Nat.bit1_add_bit1
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-->
[](https://gitpod.io/from-referrer/)
|
t-algebra
LLM-generated
new-contributor
will-close-soon
label:t-algebra$ |
22/0 |
Mathlib/LinearAlgebra/TensorPower/Basic.lean |
1 |
5 |
['github-actions', 'joelriou', 'teng10'] |
kim-em assignee:kim-em |
3-46586 3 days ago |
90-78998 90 days ago |
90-78679 90 days |
0 |
| 43904 |
t4v1 author:t4v1 |
feat(MeasureTheory/Constructions/HaarToSphere): polar coordinates for lintegral |
`Measure.measurePreserving_homeomorphUnitSphereProd` represents an additive Haar measure on a nontrivial finite-dimensional normed space `E` as the product of the sphere measure `μ.toSphere` and Lebesgue measure on `(0, ∞)` with density `r ^ (dim E - 1)`. The file exposes it only through the radial corollaries `integrable_fun_norm_addHaar`, `integrableOn_fun_norm_addHaar` and `integral_fun_norm_addHaar`, all for integrands of the form `f ‖x‖`.
This PR adds the general `lintegral` form, for an arbitrary measurable `f : E → ℝ≥0∞`:
* `lintegral_addHaar_eq_lintegral_toSphere_lintegral_Ioi`:
`∫⁻ x, f x ∂μ = ∫⁻ ω, ∫⁻ r in Ioi 0, ENNReal.ofReal (r ^ (dim E - 1)) * f (r • ω) ∂μ.toSphere`;
* `setLIntegral_ball_eq_lintegral_toSphere_lintegral_Ioo`: the same for `∫⁻ y in ball c R, f y ∂μ`, with the radial integral over `Ioo 0 R` and the rays emanating from `c`.
Both are needed for Morrey's inequality (follow-up PR), whose two analytic steps integrate non-radial functions in polar coordinates; they are stated here on their own because they are independent of it.
The proofs were developed with the help of an LLM (Claude Code) and then checked and edited by the author, who takes responsibility for every line.
|
t-measure-probability
new-contributor
LLM-generated
|
47/0 |
Mathlib/MeasureTheory/Constructions/HaarToSphere.lean |
1 |
3 |
['github-actions', 't4v1'] |
RemyDegenne assignee:RemyDegenne |
3-46580 3 days ago |
26-57610 26 days ago |
26-57275 26 days |
1 |
| 40963 |
Formalistic03 author:Formalistic03 |
feat(Combinatorics/SimpleGraph/Paths): add lemma about the first dart if dropLast is a path |
If `dropLast` of a walk is a path, a dart of the walk sharing its first vertex with the walk also shares its second vertex.
I thought this was a natural more general form of `IsPath.eq_snd_of_mem_edges`, useful for cycles for example.
---
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[](https://gitpod.io/from-referrer/)
|
t-combinatorics
new-contributor
maintainer-merge
|
46/0 |
Mathlib/Combinatorics/SimpleGraph/Dart.lean,Mathlib/Combinatorics/SimpleGraph/Paths.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Basic.lean,Mathlib/Combinatorics/SimpleGraph/Walk/Operations.lean |
4 |
38 |
['Formalistic03', 'SnirBroshi', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
3-44673 3 days ago |
4-18826 4 days ago |
92-70743 92 days |
0 |
| 44740 |
user202729 author:user202729 |
chore(Algebra/Ring/CompTypeclasses): fix a typo and reformat slightly |
Change `σ₂₃` to `σ` in the header, this one is clearly a typo.
Do some minor reformatting for the rest of the file, which I think make it nicer.
---
|
t-algebra
new-contributor
label:t-algebra$ |
7/11 |
Mathlib/Algebra/Ring/CompTypeclasses.lean |
1 |
3 |
['github-actions', 'user202729', 'vihdzp'] |
nobody |
3-30867 3 days ago |
3-34536 3 days ago |
3-34201 3 days |
0 |
| 44286 |
user202729 author:user202729 |
chore(Algebra/Group): use normal typeclass syntax for `Normal` |
Use the normal syntax to make `Normal` a typeclass instead of `attribute [class] Normal`.
This affects the proofs depending on this typeclass by making the member accessor `conj_mem` taking the `Normal` instance as an instance-implicit argument instead of an explicit one. They were refactored by simply letting the compiler infer the instance, which it always succeeds for the cases found in mathlib.
---
More discussion: Another effect of using `class` instead of `structure` is that the `‹…›` syntax cannot be used, however, for this specific typeclass it is not affected. It affects `Unique` though (not touched here). |
new-contributor
t-group-theory
|
7/11 |
Mathlib/Algebra/Group/Subgroup/Defs.lean,Mathlib/CategoryTheory/Action/Concrete.lean,Mathlib/CategoryTheory/Galois/EssSurj.lean,Mathlib/GroupTheory/Nilpotent.lean,Mathlib/RepresentationTheory/Coinvariants.lean,Mathlib/Topology/Algebra/Group/Subgroup.lean |
6 |
6 |
['github-actions', 'mathlib-merge-conflicts', 'tb65536', 'user202729'] |
nobody |
3-23414 3 days ago |
3-26089 3 days ago |
14-20940 14 days |
0 |
| 40266 |
WangJiabai author:WangJiabai |
feat(RingTheory/MvPolynomial): define generic determinantal ideals |
This PR adds a foundational API for determinantal ideals of the generic matrix.
It defines `Matrix.MinorIndex`, the corresponding minors of the existing generic
matrix `Matrix.mvPolynomialX`, the finite set of all `t × t` generic minors, and
the ideal generated by these minors in `MvPolynomial (Fin m × Fin n) R`.
It also proves basic membership, evaluation, coefficient-map/base-change, and
finite-generation lemmas.
This PR intentionally does not include the Sturmfels/KRS/straightening/Groebner
part of the development.
---
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Additional context:
This is extracted and refactored from a standalone project on determinantal
ideals and the Gröbner-basis theorem for generic determinantal ideals:
https://github.com/WangJiabai/Determinantal-Ideals-Formalization
The current PR is intentionally limited to the small foundational API for
generic minors and generic determinantal ideals.
AI use:
ChatGPT was used for planning/refactoring discussion, and Codex was used to
draft some proof scripts. I reviewed the statements and proofs and am
responsible for the submitted code.
[](https://gitpod.io/from-referrer/)
|
t-ring-theory
new-contributor
LLM-generated
|
178/0 |
Mathlib.lean,Mathlib/LinearAlgebra/Matrix/Determinant/Basic.lean,Mathlib/RingTheory/MvPolynomial/DeterminantalIdeal.lean |
3 |
26 |
['WangJiabai', 'github-actions', 'jjdishere', 'tb65536'] |
jjdishere assignee:jjdishere |
3-18918 3 days ago |
3-20321 3 days ago |
130-4723 130 days |
0 |
| 44715 |
mycaule author:mycaule |
feat(Algebra/Module/FinitePresentation): `⊗` with a f.p. module commutes with `Π` |
Add `Module.FinitePresentation.piRightHom_bijective`: if `M` is a finitely presented `R`-module, then for any family of `R`-modules `P i` (with any index type) the canonical map `TensorProduct.piRightHom : M ⊗[R] (Π i, P i) → Π i, M ⊗[R] P i` is bijective. mathlib only had this for a finite index type (`TensorProduct.piRight`). The proof does the finite free case first (`Module.piRightHom_bijective_of_finite_free`). It then takes a presentation `R^m → R^n → M → 0` and applies the right-exact five lemma (`LinearMap.bijective_of_surjective_of_bijective_of_right_exact`).
This needs exactness of a product of exact sequences, which mathlib did not have for `Function.Exact`. So the PR also adds, in `Mathlib/Algebra/Exact/Basic.lean`:
`Function.MulExact.piMap` / `Function.Exact.piMap`
`Function.MulExact.prodMap` / `Function.Exact.prodMap`
They are stated for plain functions with `Pi.map` / `Prod.map`, so they apply directly to `LinearMap.piMap` and `LinearMap.prodMap`.
Changes to imports: `Mathlib.LinearAlgebra.TensorProduct.Pi` becomes a public import of `Algebra/Module/FinitePresentation.lean`, since the statement mentions `piRightHom`. `Mathlib.Algebra.FiveLemma` is added as a non-public import. It only imports `Algebra.Exact.Basic`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
67/1 |
Mathlib/Algebra/Exact/Basic.lean,Mathlib/Algebra/Module/FinitePresentation.lean |
2 |
2 |
['github-actions'] |
nobody |
3-12213 3 days ago |
3-49024 3 days ago |
3-48689 3 days |
0 |
| 44716 |
mycaule author:mycaule |
feat(Algebra/Module/FinitePresentation): characterize Noetherian rings by finitely presented modules |
Add `isNoetherianRing_iff_forall_finitePresentation`: a ring `R` is Noetherian if and only if every finitely generated `R`-module is finitely presented. This is the converse of `Module.finitePresentation_of_finite`. The proof applies the hypothesis to `R ⧸ I` and uses `Module.FinitePresentation.fg_ker` on `I.mkQ`. The modules are quantified over any universe `v` with `[Small.{v} R]`, using `Shrink`, so the statement covers both `R`'s own universe and larger ones.
Question for reviewers: whether to state it for cyclic modules only, or to keep this form.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
19/0 |
Mathlib/Algebra/Module/FinitePresentation.lean |
1 |
3 |
['github-actions'] |
nobody |
3-12212 3 days ago |
3-48993 3 days ago |
3-48658 3 days |
0 |
| 44724 |
mycaule author:mycaule |
feat(Algebra/Module/Torsion/PrimaryComponent): the I-primary component of an injective module is injective |
Add to `Mathlib/Algebra/Module/Torsion/PrimaryComponent.lean`, over a Noetherian ring `A` with an ideal `I`:
`Ideal.baer_of_primaryComponent_eq_top`
`Ideal.injective_of_primaryComponent_eq_top`
the instance `Ideal.primaryComponent.injective` (needs `Small.{v} A`, as `Module.Injective.extension_property` does)
If every element of `Q` is killed by a power of `I` (`primaryComponent Q I = ⊤`), then `Q` satisfies Baer's criterion as soon as linear maps into `Q` extend along the inclusions `N ⊆ A ⧸ I ^ n`. The proof: a map `g` from an ideal `J` has finitely generated source, so it is killed by one power `I ^ n`. By Artin–Rees, `J ⊓ I ^ (n + k) ≤ I ^ n • J`, so `g` factors through the image of `J` in `A ⧸ I ^ (n + k)`, and we extend there. Consequently, `Γ_I` preserves injective modules (Brodmann–Sharp, Proposition 2.1.4): an extension to `A ⧸ I ^ n` of a map into `Γ_I(Q)`, taken in `Q`, lands in `Γ_I(Q)`.
The file now imports `Mathlib.Algebra.Module.Injective` (public, for the statements) and `Mathlib.RingTheory.Filtration` (Artin–Rees, non-public). Both were already in its import closure through `DedekindDomain.Factorization`.
Questions for reviewers: whether this belongs in `PrimaryComponent.lean` or in a new file (e.g. next to `RingTheory/LocalProperties/Injective.lean`); the name `primaryComponent.injective` for the instance.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
107/0 |
Mathlib/Algebra/Module/Torsion/PrimaryComponent.lean |
1 |
2 |
['github-actions'] |
nobody |
3-12208 3 days ago |
3-15330 3 days ago |
3-14995 3 days |
0 |
| 44704 |
keithadler author:keithadler |
fix(Algebra/Category/MonCat): state the `CommMonCat` limit instances for `CommMonCat` |
`CommMonCat.forget_createsLimits*` (and the additive versions) were stated for `forget MonCat`, copied from the `MonCat` section, so `CommMonCat` had no such instances. This states them for `forget CommMonCat`, which needs `[UnivLE.{v, u}]` as for `forget_preservesLimitsOfSize`.
---
For reviewers: the `UnivLE` assumption is there because the `CommMonCat` `CreatesLimit` instance assumes the limit is `Small`; dropping it would mean reproving `forget₂CreatesLimit` without that assumption, which this PR does not attempt. #41551 edits the `noncomputable` keyword on the same lines, so whichever merges second needs a small rebase.
Found with [lean-linter](https://github.com/keithadler/lean-linter). Prepared with AI assistance (Claude); I checked the change and the build.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-algebra
LLM-generated
new-contributor
maintainer-merge
label:t-algebra$ |
5/5 |
Mathlib/Algebra/Category/MonCat/Limits.lean |
1 |
6 |
['github-actions', 'grunweg', 'keithadler'] |
nobody |
3-8603 3 days ago |
3-65969 3 days ago |
3-65634 3 days |
0 |
| 44634 |
3y3y3y-huaiji author:3y3y3y-huaiji |
refactor(RingTheory/Ideal): deprecate Ideal.mul_eq_inf_of_coprime |
Deprecate `Ideal.mul_eq_inf_of_coprime` in favor of `Ideal.mul_eq_inf_of_isCoprime`, resolving the TODO in `Mathlib/RingTheory/Ideal/Operations.lean`.
---
> [!NOTE]
> **LLM Disclosure / AI Use**: This PR was prepared with the assistance of an LLM (`LLM-generated`). All proofs and statements have been formally verified by Lean 4 and checked with linters.
|
t-ring-theory
LLM-generated
new-contributor
|
10/8 |
Mathlib/RingTheory/Ideal/Operations.lean |
1 |
4 |
['3y3y3y-huaiji', 'github-actions', 'mathlib-merge-conflicts'] |
nobody |
3-2120 3 days ago |
3-3999 3 days ago |
5-27933 5 days |
0 |
| 44762 |
Julian-Kuelshammer author:Julian-Kuelshammer |
feat(Combinatorics/Enumerative/Catalan/BracketingFunction): adds Huang-Tamari's bracketing functions |
This PR defines bracketing functions, an elementary description of the Tamari lattice. This PR is intentially kept short and just adds the definition and a bit of basic API. There are potential follow-ups proving that these are counted by the Catalan numbers and giving the lattice instance, for a preview see https://github.com/Julian-Kuelshammer/ExtensionClosedSubcategoriesOfAn/blob/main/ExtensionClosedSubcategoriesOfAn/BracketingFunctions.lean
A first version of the file was created with the help of Aristotle and Claude.
---
|
new-contributor
t-combinatorics
LLM-generated
|
102/0 |
Mathlib.lean,Mathlib/Combinatorics/Enumerative/Catalan/BracketingFunction.lean |
2 |
4 |
['Julian-Kuelshammer', 'github-actions'] |
nobody |
3-1352 3 days ago |
3-1920 3 days ago |
3-1979 3 days |
0 |
| 44537 |
vincentqb author:vincentqb |
feat(Analysis/Convex/Cone): prove that open sets have open hulls |
This PR proves `ConvexCone.isOpen_hull`: if addition and multiplication by each fixed scalar are continuous, the convex cone hull of an open set is open. It defines `ConvexCone.interior`, with coercion, membership, and equality lemmas parallel to the closure API. The hull theorem then follows from cone minimality.
The original hypotheses do not suffice, see #44689 for a counterexample.
---
AI-assisted contribution.
|
t-analysis
LLM-generated
new-contributor
file-removed
|
59/24 |
Mathlib.lean,Mathlib/Analysis/Convex/Cone/Basic.lean,Mathlib/Analysis/Convex/Cone/Interior.lean,Wanted.lean,Wanted/Analysis/Convex/Cone/Basic.lean |
5 |
15 |
['github-actions', 'pepamontero', 'vincentqb'] |
nobody |
2-86319 2 days ago |
4-39439 4 days ago |
7-52379 7 days |
0 |
| 26479 |
thefundamentaltheor3m author:thefundamentaltheor3m |
feat(Analysis/Complex/CauchyIntegral): Cauchy–Goursat for Unbounded Rectangles |
In this PR, we prove versions of the Cauchy-Goursat theorem where the contours in question are rectangular and unbounded (ie, where the contours look like the $\bigsqcup$ symbol). I am not sure if I have formalised these in the best way, or if `Analysis.Complex.CauchyIntegral` is the best place for them (it might be prudent to reorganise the file into multiple files at some point), but I believe this is a useful result. Suggestions welcome.
---
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PR is merged. Please leave a blank newline before the `---`, otherwise
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[](https://gitpod.io/from-referrer/)
|
new-contributor
t-analysis
sphere-packing
maintainer-merge
|
169/0 |
Mathlib/Analysis/Complex/CauchyIntegral.lean |
1 |
53 |
['github-actions', 'j-loreaux', 'loefflerd', 'mathlib-splicebot', 'mathlib4-merge-conflict-bot', 'ocfnash', 'thefundamentaltheor3m', 'themathqueen', 'wwylele'] |
j-loreaux assignee:j-loreaux |
2-57239 2 days ago |
13-47309 13 days ago |
141-39880 141 days |
0 |
| 44783 |
ZRTMRH author:ZRTMRH |
feat(Analysis/MeanInequalities): n-ary ℓ^p monotonicity and Lyapunov's inequality |
Add finite-sum versions of the two-term power inequalities in `Analysis/MeanInequalitiesPow.lean`, in `ℝ≥0`, `ℝ` and `ℝ≥0∞`:
* `sum_rpow_le_rpow_sum`: `∑ i ∈ s, f i ^ p ≤ (∑ i ∈ s, f i) ^ p` for `1 ≤ p`
* `rpow_sum_rpow_le`: the `ℓ^p` (quasi)norm `(∑ i ∈ s, f i ^ p) ^ (1 / p)` is antitone in `p > 0`
* `rpow_sum_le_sum_rpow`: `(∑ i ∈ s, f i) ^ p ≤ ∑ i ∈ s, f i ^ p` for `0 < p ≤ 1`
Also add Lyapunov's inequality in `Analysis/MeanInequalities.lean`, `NNReal.lyapunov_inequality` and `Real.lyapunov_inequality_of_nonneg`: the weighted moments `t ↦ ∑ i ∈ s, w i * f i ^ t` are log-convex on `[0, ∞)`.
The code was refined with AI assistance (Claude). The code has been reviewed by the author.
Discussion on zulip: [ℓp norm monotonicity for finite sums](https://leanprover.zulipchat.com/#narrow/channel/217875-Is-there-code-for-X.3F/topic/.E2.84.93p.20norm.20monotonicity.20for.20finite.20sums)
---
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|
t-analysis
LLM-generated
new-contributor
|
122/0 |
Mathlib/Analysis/MeanInequalities.lean,Mathlib/Analysis/MeanInequalitiesPow.lean |
2 |
3 |
['ZRTMRH', 'github-actions'] |
nobody |
2-51714 2 days ago |
2-54831 2 days ago |
2-54496 2 days |
0 |
| 41861 |
stalex444 author:stalex444 |
feat(Algebra/Order/Floor): floor-of-sum dichotomy via fractional parts |
This PR adds four lemmas in Mathlib/Algebra/Order/Floor/Ring.lean, placed in the fractional-part section, complementing the existing one-sided bounds le_floor_add and le_floor_add_floor.
Here are the lemmas:
* floor_add_eq — writes ⌊a + b⌋ exactly as ⌊a⌋ + ⌊b⌋ + ⌊fract a + fract b⌋
* floor_add_eq_add_iff — the floors add exactly ⟺ the fractional parts sum below 1
* floor_add_eq_add_add_one_iff — the +1 case ⟺ the fractional parts sum to at least 1
* floor_add_eq_or — the dichotomy: it's always one or the other
The library has the two inequalities but not the exact case analysis, and this closes that small gap. In addition, these are the lemmas for the mechanical/Beatty-word development proposed here --https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Sturmian.20.28mechanical.29.20words/near/610836902.
Claude helped draft the Lean code; I reviewed the code, built the module locally, and it compiled.
---
I'm flexible on the lemma names should reviewers prefer different forms
<!-- Your PR title will become the first line of the commit message.
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Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
the commit message (that is, directly before the `---`) using the following format:
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If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
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[](https://gitpod.io/from-referrer/)
|
t-algebra
LLM-generated
new-contributor
maintainer-merge
label:t-algebra$ |
47/0 |
Mathlib/Algebra/Order/Floor/Ring.lean |
1 |
16 |
['BoltonBailey', 'github-actions', 'mathlib-merge-conflicts', 'stalex444', 'themathqueen'] |
nobody |
2-48392 2 days ago |
2-50166 2 days ago |
67-66279 67 days |
0 |
| 41957 |
YijunYuan author:YijunYuan |
feat(NumberTheory/Padics/Complex): add densely normed field and separable space instances |
Equip the field `ℂ_[p]` of `p`-adic complex numbers and its dense subfield
`PadicAlgCl p` (the algebraic closure of `ℚ_[p]`) with two further standard
typeclass instances.
Main additions:
* `DenselyNormedField (PadicAlgCl p)`: the norm takes values dense in the
positive reals. The witness between two given bounds `a < b` is built from an
`n`-th root `z` of `p` (which exists since `PadicAlgCl p` is algebraically
closed): choosing `n` so that `(a / b) ^ n < ‖p‖` gives `a / b < ‖z‖ < 1`, and
some integer power `z ^ m` then has norm strictly between `a` and `b`.
* `SeparableSpace (PadicAlgCl p)`: the elements algebraic over `ℚ` form a
countable dense subset. Density follows from continuity of roots — `α` is a
root of its minimal polynomial `f` over `ℚ_[p]`, and approximating the
coefficients of `f` by a polynomial `g` over the dense subfield `ℚ` yields a
root `β` of `g` (hence algebraic over `ℚ`) arbitrarily close to `α`.
* The corresponding instances `DenselyNormedField ℂ_[p]` and
`SeparableSpace ℂ_[p]` are then inferred, `ℂ_[p]` being the completion of
`PadicAlgCl p`.
Supporting general instance:
* `DenselyNormedField (UniformSpace.Completion A)` for a densely normed field
`A` with `CompletableTopField A`, since the norm on the completion extends the
norm on `A`.
The existing `NontriviallyNormedField` instances on `PadicAlgCl p` and `ℂ_[p]`
are simplified to `inferInstance`, as they now follow from the new
`DenselyNormedField` instances. |
new-contributor
t-number-theory
t-algebra
label:t-algebra$ |
123/19 |
Mathlib/Analysis/Normed/Field/Dense.lean,Mathlib/Analysis/Normed/Module/Completion.lean,Mathlib/NumberTheory/Padics/Complex.lean |
3 |
11 |
['YijunYuan', 'github-actions', 'mathlib-merge-conflicts', 'pechersky', 'riccardobrasca'] |
alreadydone assignee:alreadydone |
2-46589 2 days ago |
14-8122 14 days ago |
78-49627 78 days |
0 |
| 44786 |
ZRTMRH author:ZRTMRH |
feat(Lean/Quote): restore `Quote` instances for `Int` and `Rat` |
Add `Quote Int` and `Quote Rat` instances, analogous to core's `Quote Nat`.
They turn a number into numeral syntax without a type ascription (e.g. `quote (-7 / 2 : ℚ)` is `-7 / 2`), so the result elaborates at the expected type. These could later be upstreamed to Lean core.
These instances were added in #942 as part of `polyrith`, fixed in #24470, and removed together with the implementation of `polyrith` in #29547. This PR restores them unchanged (apart from naming) in their own file. Tests provided.
Motivated from the project of `maximize` / `minimize` tactics (PR to follow) which print a computed rational bound in a "Try this" suggestion such as `have : 4 * x + y ≤ 7 / 2 := by linarith`. Discussed on Zulip: [maximize / minimize tactic for linear optimization](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/maximize.20.2F.20minimize.20tactic.20for.20linear.20optimization).
The test file is refined with AI assistance (Claude) and has been reviewed by the author.
Co-authored-by: Mario Carneiro <di.gama@gmail.com>
Co-authored-by: Aaron Liu <aaronliu2008@outlook.com>
---
<!-- Your PR title will become the first line of the commit message.
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When merging, all the commits will be squashed into a single commit
listing all co-authors.
Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
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the commit message (that is, directly before the `---`) using the following format:
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If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
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below the `---`, and placed outside this HTML comment, or else they
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-->
|
t-meta
LLM-generated
new-contributor
|
164/0 |
Mathlib.lean,Mathlib/Lean/Quote.lean,MathlibTest/Quote.lean |
3 |
3 |
['ZRTMRH', 'github-actions'] |
nobody |
2-42844 2 days ago |
2-43470 2 days ago |
2-43135 2 days |
0 |
| 44214 |
ZRTMRH author:ZRTMRH |
feat(Analysis/SpecialFunctions): taylor series bounds for sin and cos |
Adds `Mathlib/Analysis/SpecialFunctions/Trigonometric/SeriesBounds.lean` with three groups of results:
1. Remainder bounds on the unit disc at every order: `Complex.sin_series_bound`, `Complex.cos_series_bound` and their real forms. Ported from #29355, taken over with the author's agreement. This PR supersedes #29355, which can be closed when this lands.
2. `Real.sum_lt_sin_of_pos`, `Real.sin_lt_sum_of_pos`, `Real.sum_lt_cos_of_pos`, and `Real.cos_lt_sum_of_pos`: `sin x` and `cos x` lie between consecutive partial sums of their Taylor series. Yury posted on Zulip in October 2025 with a request that someone open a PR for it ([Upper and Lower Bounds of Cosine](https://leanprover.zulipchat.com/#narrow/channel/217875-Is-there-code-for-X.3F/topic/Upper.20and.20Lower.20Bounds.20of.20Cosine/near/546287708)), it had not been opened.
4. Six low-order corollaries, as completion to `one_sub_sq_div_two_lt_cos` and `sin_gt_sub_cube` which Mathlib already has: `cos_lt/le_one_sub_sq_div_two_add_pow_four`, `sin_lt/le_sub_cube_add_pow_five`, and `sub_cube_add_pow_five_lt/le_sin` for negative arguments.
The 6 low-order corollaries and the docstrings were written with AI assistance (Claude). The code has been reviewed by the author.
Co-authored-by: Geoffrey Irving <irving@naml.us>
Co-authored-by: Yury G. Kudryashov <urkud@urkud.name>
---
<!-- Your PR title will become the first line of the commit message.
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to the commit message, and can be used to give additional context or
details. Please leave a blank newline before the `---`, otherwise GitHub
will format the text above it as a title.
For details on the "pull request lifecycle" in mathlib, please see:
https://leanprover-community.github.io/contribute/index.html
In particular, note that most reviewers will only notice your PR
if it passes the continuous integration checks.
Please ask for help on https://leanprover.zulipchat.com if needed.
When merging, all the commits will be squashed into a single commit
listing all co-authors.
Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
the commit message (that is, directly before the `---`) using the following format:
Co-authored-by: Author Name <author@email.com>
If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
Any other comments you want to keep out of the PR commit should go
below the `---`, and placed outside this HTML comment, or else they
will be invisible to reviewers.
If this PR depends on other PRs, please list them below this comment,
using the following format:
- [ ] depends on: #abc [optional extra text]
- [ ] depends on: #xyz [optional extra text]
-->
|
LLM-generated
new-contributor
t-analysis
|
302/0 |
Mathlib.lean,Mathlib/Algebra/BigOperators/Ring/Finset.lean,Mathlib/Analysis/SpecialFunctions/Trigonometric/SeriesBounds.lean |
3 |
53 |
['SnirBroshi', 'ZRTMRH', 'github-actions', 'wwylele'] |
nobody |
2-39574 2 days ago |
2-42231 2 days ago |
12-55230 12 days |
0 |
| 44717 |
mycaule author:mycaule |
feat(LinearAlgebra/TensorProduct/Basis): range of `rTensor` in coordinates |
Add to `Mathlib/LinearAlgebra/TensorProduct/Basis.lean`:
`TensorProduct.equivFinsuppOfBasisRight_rTensor`
`TensorProduct.mem_range_rTensor_iff_equivFinsuppOfBasisRight`
Let `𝒞` be a basis of `N`. The first lemma says that the coordinates `M ⊗[R] N ≃ₗ[R] κ →₀ M` are natural in `M`: they turn `f.rTensor N` into `Finsupp.mapRange f`. The second says that an element of `P ⊗[R] N` lies in the range of `f.rTensor N` if and only if each of its coordinates lies in the range of `f`. Both hold over a commutative semiring.
Mathlib has `TensorProduct.equivFinsuppOfBasisRight` and its `_apply` and `_symm` lemmas, but nothing relating it to `rTensor`.
Question for reviewers: whether to add the mirror statements for `equivFinsuppOfBasisLeft` and `lTensor` in the same PR.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-algebra
LLM-generated
label:t-algebra$ |
30/0 |
Mathlib/LinearAlgebra/TensorProduct/Basis.lean |
1 |
2 |
['github-actions'] |
nobody |
2-26983 2 days ago |
3-48980 3 days ago |
3-48645 3 days |
0 |
| 44725 |
mycaule author:mycaule |
feat(RingTheory/AdicCompletion/Basic): completeness for a nilpotent ideal |
Add `IsAdicComplete.of_isNilpotent`: if `I` is a nilpotent ideal of `R`, every `R`-module `M` is `I`-adically complete and Hausdorff, since `I ^ n • ⊤ = ⊥` for `n` large. The instance `IsAdicComplete (maximalIdeal A) A` for Artinian local rings (`Mathlib/RingTheory/AdicCompletion/Noetherian.lean`) is now a one-line application of it.
This is meant to be used with the Weierstrass division over a general ideal (`PowerSeries.IsWeierstrassDivisorAt`). Over any commutative ring, if `a₀, …, a_{N-1}` are nilpotent and `a_N` is a unit, the ideal they generate is nilpotent, and so `F = ∑ aᵢ Xⁱ` is a Weierstrass divisor for it.
Mathlib has the instance `IsAdicComplete.bot` for the zero ideal; `of_isNilpotent` generalizes it to nilpotent ideals.
Questions for reviewers: whether `of_isNilpotent` should be an instance-like `theorem` (it cannot be an instance, since `IsNilpotent I` is not a class), and whether to also add the corresponding `IsHausdorff`/`IsPrecomplete` lemmas separately.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-ring-theory
LLM-generated
|
19/9 |
Mathlib/RingTheory/AdicCompletion/Basic.lean,Mathlib/RingTheory/AdicCompletion/Noetherian.lean |
2 |
2 |
['github-actions'] |
nobody |
2-26980 2 days ago |
3-15383 3 days ago |
3-15048 3 days |
0 |
| 44708 |
mycaule author:mycaule |
feat(RingTheory/Artinian/Algebra): integral units of a subalgebra over an Artinian ring |
Add to `Mathlib/RingTheory/Artinian/Algebra.lean`:
`IsArtinianRing.isUnit_of_isIntegral_of_isUnit`
`IsArtinianRing.inv_mem_of_isIntegral`
Over an Artinian ring `R`, an element of an `R`-subalgebra `B ⊆ A` that is integral over `R` and a unit of `A` is a unit of `B`. Equivalently, `B` contains its inverse. Mathlib has `IsArtinianRing.isUnit_of_isIntegral_of_nonZeroDivisor` (an integral non-zero-divisor of `A` is a unit of `A`), on which the proof rests, and the case of a field `R` and a division ring `A` (`IsIntegral.inv_mem`), but not the subalgebra version over an Artinian ring. A typical use is Cayley–Hamilton: if `F ⊆ K` is a subfield and `B` is an `F`-subalgebra of `Module.End K V` (with `V` finite-dimensional) whose elements have characteristic polynomials with coefficients in `F`, then `B` is closed under inverses.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-ring-theory
LLM-generated
|
19/0 |
Mathlib/RingTheory/Artinian/Algebra.lean |
1 |
2 |
['github-actions'] |
nobody |
2-26615 2 days ago |
3-64175 3 days ago |
3-63840 3 days |
0 |
| 44684 |
josephqian507 author:josephqian507 |
feat(LinearAlgebra/Matrix): add row equivalence and echelon form lemmas |
feat(LinearAlgebra/Matrix): add row equivalence and echelon form lemmas
This adds lemmas to bridge the current mathlib definition of row equivalence with the idea of two matrices that have the same null space. It also adds a proof that the reduced row echelon form of a matrix is unique. LLMs were used to fill in sorrys for some proofs (specifically, rowEquivalent_of_mul_eq_zero, rowEquivalent_iff_ker_eq, and much of RrefUniqueness.lean)
Co-authored-by: Junye Ji <junyej@uw.edu>
Co-authored-by: Dhruv Bhatia <dbhatia1@uw.edu>
---
<!-- Your PR title will become the first line of the commit message.
In this box, the text above the `---` (if not empty) will be appended
to the commit message, and can be used to give additional context or
details. Please leave a blank newline before the `---`, otherwise GitHub
will format the text above it as a title.
For details on the "pull request lifecycle" in mathlib, please see:
https://leanprover-community.github.io/contribute/index.html
In particular, note that most reviewers will only notice your PR
if it passes the continuous integration checks.
Please ask for help on https://leanprover.zulipchat.com if needed.
When merging, all the commits will be squashed into a single commit
listing all co-authors.
Co-authors in the squash commit are gathered from two sources:
First, all authors of commits to this PR branch are included. Thus,
one way to add co-authors is to include at least one commit authored by
each co-author among the commits in the pull request. If necessary, you
may create empty commits to indicate co-authorship, using commands like so:
git commit --author="Author Name <author@email.com>" --allow-empty -m "add Author Name as coauthor"
Second, co-authors can also be listed in lines at the very bottom of
the commit message (that is, directly before the `---`) using the following format:
Co-authored-by: Author Name <author@email.com>
If you are moving or deleting declarations, please include these lines
at the bottom of the commit message (before the `---`, and also before
any "Co-authored-by" lines) using the following format:
Moves:
- Vector.* -> List.Vector.*
- ...
Deletions:
- Nat.bit1_add_bit1
- ...
Any other comments you want to keep out of the PR commit should go
below the `---`, and placed outside this HTML comment, or else they
will be invisible to reviewers.
If this PR depends on other PRs, please list them below this comment,
using the following format:
- [ ] depends on: #abc [optional extra text]
- [ ] depends on: #xyz [optional extra text]
-->
|
t-algebra
new-contributor
large-import
LLM-generated
label:t-algebra$ |
501/1 |
Mathlib.lean,Mathlib/LinearAlgebra/Matrix/Echelon/Basic.lean,Mathlib/LinearAlgebra/Matrix/Echelon/RrefUniqueness.lean,Mathlib/LinearAlgebra/Matrix/ElementaryRowOperations.lean |
4 |
3 |
['github-actions', 'josephqian507'] |
nobody |
2-25173 2 days ago |
2-25859 2 days ago |
3-38419 3 days |
0 |
| 44707 |
mycaule author:mycaule |
feat(Topology/NoetherianSpace): open sets from generalization-stable sets |
Add `TopologicalSpace.NoetherianSpace.isOpen_of_stableUnderGeneralization`: in a Noetherian quasi-sober space, a set `E` that is stable under generalization is open if, for every `x ∈ E`, some open `W ∋ x` satisfies `W ∩ closure {x} ⊆ E`. In other words, `E ∩ closure {x}` contains a nonempty open subset of `closure {x}`.
The proof is a Noetherian induction on the closed sets `Z` in which `Z \ E` is dense. It is the topological step behind « constructible and stable under generalization implies open ». mathlib already has this for `PrimeSpectrum` (`PrimeSpectrum.isOpen_of_stableUnderGeneralization_of_isConstructible`), and the new lemma does not need constructibility.
`Mathlib/Topology/NoetherianSpace.lean` now imports `Mathlib.Topology.Sober`, for generic points. Sober is light: it only imports `Topology.Sets.Closeds` and `Topology.Sets.OpenCover`.
Questions for reviewers: whether this file or `Topology/Sober.lean` is the better home, and whether the hypothesis should instead say « `E ∩ closure {x}` has nonempty interior in `closure {x}` ».
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-topology
LLM-generated
|
46/0 |
Mathlib/Topology/NoetherianSpace.lean |
1 |
2 |
['github-actions'] |
nobody |
2-24541 2 days ago |
3-64129 3 days ago |
3-63794 3 days |
0 |
| 44722 |
mycaule author:mycaule |
feat(RingTheory/Polynomial/IntegerValued): binomial basis of integer-valued polynomials |
New file `Mathlib/RingTheory/Polynomial/IntegerValued.lean`:
`Polynomial.eq_sum_fwdDiff_iter_smul_choose` (Newton's forward difference formula)
`Polynomial.intValued`, `Polynomial.mem_intValued`, `Polynomial.choose_X_mem_intValued`
`Polynomial.exists_eq_sum_intCast_smul_choose` (Pólya's theorem)
`Polynomial.mem_intValued_iff_forall_natCast`
`Polynomial.linearIndependent_choose_X`
`Polynomial.intValuedBasis`, `Polynomial.coe_intValuedBasis`, and the instance `Module.Free ℤ Polynomial.intValued`
Over a field `K` of characteristic zero, every `P : K[X]` equals `∑ k ≤ deg P, (Δᵏ P)(0) • Ring.choose X k`. The proof evaluates both sides at the natural numbers and applies `shift_eq_sum_fwdDiff_iter`. `Polynomial.intValued` is the `ℤ`-subalgebra of `ℚ[X]` of polynomials taking integer values at all integers. When `P` takes integer values at the natural numbers, the coefficients `(Δᵏ P)(0)` are integers (`fwdDiff_iter_eq_sum_shift`). So the `Ring.choose X n` span `intValued` over `ℤ`, and integer values at the natural numbers are enough. They are linearly independent: the `i`-th forward difference at `0` of `m ↦ m.choose k` is `δᵢₖ` (`fwdDiff_iter_choose_zero`).
`docs/references.bib` gains the Cahen–Chabert book.
Questions for reviewers: the name `intValued` (the literature writes `Int(ℤ)`); whether to define it more generally, as a subalgebra of `K[X]` for a domain `R` with fraction field `K`, with this PR as the case `R = ℤ`; and whether Newton's formula belongs in `Algebra/Group/ForwardDiff.lean`, which does not import `Ring.choose`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-ring-theory
new-contributor
LLM-generated
|
177/0 |
Mathlib.lean,Mathlib/RingTheory/Polynomial/IntegerValued.lean,docs/references.bib |
3 |
2 |
['github-actions'] |
nobody |
2-6303 2 days ago |
2-26532 2 days ago |
3-14861 3 days |
0 |
| 44726 |
mycaule author:mycaule |
feat(CategoryTheory/Idempotents/FunctorExtension): additive functors on the Karoubi envelope |
Add to `Mathlib/CategoryTheory/Idempotents/FunctorExtension.lean`:
`Karoubi.hom_eq_decompId_i_comp`: every morphism of `Karoubi C` is `P.decompId_i ≫ (toKaroubi C).map f.f ≫ Q.decompId_p`
`additive_of_toKaroubi_comp`, `additive_iff_toKaroubi_comp`: for `C`, `D` preadditive, `F : Karoubi C ⥤ D` is additive iff `toKaroubi C ⋙ F` is
`whiskeringLeftToKaroubiAdditive C D : (Karoubi C ⥤+ D) ⥤ (C ⥤+ D)`, fully faithful (`whiskeringLeftToKaroubiAdditiveFullyFaithful`), and an equivalence when `D` is idempotent complete
`karoubiUniversalAdditive C D : C ⥤+ D ≌ Karoubi C ⥤+ D`
This is the additive form of the universal property of the idempotent completion. Applied to `Cᵒᵖ`, it says that additive presheaves on `C` and on `Karoubi C` agree (Morita invariance), with values in any idempotent-complete preadditive category, e.g. `ModuleCat R`.
Mathlib has `karoubiUniversal C D : (C ⥤ D) ≌ (Karoubi C ⥤ D)` for idempotent-complete `D`, but not its restriction to additive functors.
Questions for reviewers: names (`whiskeringLeftToKaroubiAdditive`, `karoubiUniversalAdditive`); whether to also add `Karoubi.opEquivalence : Karoubi Cᵒᵖ ≌ (Karoubi C)ᵒᵖ` (compatible with `toKaroubi` on the nose) here or in a separate PR.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-category-theory
LLM-generated
|
72/0 |
Mathlib/CategoryTheory/Idempotents/FunctorExtension.lean |
1 |
2 |
['github-actions'] |
dagurtomas assignee:dagurtomas |
2-6264 2 days ago |
3-15416 3 days ago |
3-15081 3 days |
0 |
| 44727 |
mycaule author:mycaule |
feat(CategoryTheory/Monad/Monadicity): state the (co)monadicity theorem as an iff |
Add:
`Monad.isEquivalence_comparison_iff`: for `adj : F ⊣ G`, `(Monad.comparison adj).IsEquivalence` iff `G` reflects isomorphisms and, for every `G`-split pair `u, v`, `HasCoequalizer u v` and `PreservesColimit (parallelPair u v) G`
`Comonad.isEquivalence_comparison_iff`: the dual statement
instances `Monad.reflectsIsomorphisms_of_monadicRightAdjoint` and `Comonad.reflectsIsomorphisms_of_comonadicLeftAdjoint` (priority 100)
The forward direction uses `createsGSplitCoequalizersOfMonadic` (resp. `createsFSplitEqualizersOfComonadic`). The backward direction is `monadicOfHasPreservesGSplitCoequalizersOfReflectsIsomorphisms` (resp. its dual). The module docstrings list the new statements.
Mathlib has the backward direction as the definitions `monadicOfHasPreservesGSplitCoequalizersOfReflectsIsomorphisms` and `comonadicOfHasPreservesFSplitEqualizersOfReflectsIsomorphisms`, and the forward ingredients `createsGSplitCoequalizersOfMonadic` and `createsFSplitEqualizersOfComonadic`, but no iff.
Questions for reviewers: whether the instances belong in `Monad/Adjunction.lean` next to `MonadicRightAdjoint`; whether to state the iff with the existing classes `HasCoequalizerOfIsSplitPair` / `PreservesColimitOfIsSplitPair` instead of the explicit `∀`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
new-contributor
t-category-theory
LLM-generated
|
58/0 |
Mathlib/CategoryTheory/Monad/Comonadicity.lean,Mathlib/CategoryTheory/Monad/Monadicity.lean |
2 |
2 |
['github-actions'] |
robin-carlier assignee:robin-carlier |
2-6032 2 days ago |
3-15456 3 days ago |
3-15121 3 days |
0 |
| 44714 |
mycaule author:mycaule |
feat(RingTheory/Flat/Basic): products of flat modules are flat |
Add to `Mathlib/RingTheory/Flat/Basic.lean`:
`Module.Flat.prod_iff`, and the instance `Module.Flat.prod`
`Module.Flat.pi_iff`, and the instance `Module.Flat.pi` (for a finite index type)
`M × N` is flat if and only if `M` and `N` are. The proof rewrites `Q ⊗ (M × N) → P ⊗ (M × N)` with `TensorProduct.prodRight` as the product map `(Q ⊗ M → P ⊗ M) × (Q ⊗ N → P ⊗ N)`. The finite product case follows from `Module.Flat.directSum_iff` and `DirectSum.linearEquivFunOnFintype`. mathlib already has arbitrary direct sums, but had neither of these as instances.
The file now imports `Mathlib.LinearAlgebra.TensorProduct.Prod` (non-public import, used only in a proof). Its own imports, `LinearAlgebra.Prod` and `TensorProduct.Tower`, are already in the file's import closure.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-ring-theory
new-contributor
LLM-generated
|
29/0 |
Mathlib/RingTheory/Flat/Basic.lean |
1 |
2 |
['github-actions'] |
nobody |
2-6020 2 days ago |
3-49078 3 days ago |
3-48743 3 days |
0 |
| 44734 |
mycaule author:mycaule |
feat(RingTheory/LocalProperties/Semilocal): semilocal rings have stable range one |
Add `IsCoprime.exists_isUnit_add_mul` to `Mathlib/RingTheory/LocalProperties/Semilocal.lean`: in a commutative ring `R` with finitely many maximal ideals (`[Finite (MaximalSpectrum R)]`), if `a` and `b` are coprime, then `a + t * b` is a unit for some `t ∈ R`. In other words, a semilocal ring has stable range one (Bass, *K-theory and stable algebra*, 1964). The proof applies the Chinese remainder theorem (`Ideal.exists_forall_sub_mem_ideal`) to the maximal ideals: `t ≡ 0` modulo those containing `b`, and `t ≡ b⁻¹ (1 - a)` modulo the others. `docs/references.bib` gains Bass (1964).
Questions for reviewers: whether this belongs in `LocalProperties/Semilocal.lean` (which is about local properties) or next to the Chinese remainder theorem in `RingTheory/Ideal/Quotient/Operations.lean`; whether a `StableRange` definition would be wanted, with this as its first instance.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-ring-theory
new-contributor
LLM-generated
|
42/0 |
Mathlib/RingTheory/LocalProperties/Semilocal.lean,docs/references.bib |
2 |
5 |
['github-actions', 'mycaule', 'vlad902'] |
nobody |
2-5451 2 days ago |
3-26668 3 days ago |
3-26333 3 days |
0 |
| 44735 |
mycaule author:mycaule |
feat(Data/Nat/Choose/Lucas): `p ^ e ∣ n` iff `p` divides `n.choose k` for `0 < k < p ^ e` |
Add `Choose.pow_dvd_iff_forall_dvd_choose` to `Mathlib/Data/Nat/Choose/Lucas.lean`: for a prime `p`, `p ^ e ∣ n` if and only if `p ∣ n.choose k` for every `0 < k < p ^ e`. The forward direction is an induction on `e` with `choose_modEq_choose_mod_mul_choose_div_nat`: if `p ∤ k` the first factor is `choose 0 (k % p) = 0`, otherwise divide `n` and `k` by `p`. For the converse, write `n = p ^ v * m` with `p ∤ m`. If `v < e`, then `k = p ^ v` gives `choose n k ≡ choose m 1 = m [MOD p]` (`choose_pow_mul_pow_mul_modEq_choose_nat`). Mathlib has the case `n = p ^ e` (`Nat.Prime.dvd_choose_pow_iff`) and `eq_pow_multiplicity_of_choose_modEq_zero`, but not this equivalence. It is the arithmetic input for the fact that, in characteristic `p`, the Hasse derivatives of order `0 < k < p ^ e` of a polynomial vanish exactly when it is a polynomial in `X ^ (p ^ e)`. A follow-up PR will add that.
Questions for reviewers: the name (an alternative is `Nat.Prime.pow_dvd_iff_forall_dvd_choose` outside the `Choose` namespace); whether the binders should be `∀ k ∈ Finset.Ioo 0 (p ^ e)` to match `eq_pow_multiplicity_of_choose_modEq_zero`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-data
new-contributor
LLM-generated
|
37/0 |
Mathlib/Data/Nat/Choose/Lucas.lean |
1 |
2 |
['github-actions'] |
nobody |
2-4648 2 days ago |
3-26611 3 days ago |
3-26276 3 days |
2 |
| 44769 |
mycaule author:mycaule |
feat: volume of solids of revolution and of cones |
A new file `Mathlib/MeasureTheory/Measure/Lebesgue/SolidOfRevolution.lean` with the disc method for volumes of solids of revolution, in `ℝ × EuclideanSpace ℝ (Fin 2)`:
* `MeasureTheory.Measure.prod_setOf_mem_closedBall`: Cavalieri's principle for regions whose slices are closed balls, for any product `μ.prod ν` (`ν` s-finite, `E` a pseudometric space with `OpensMeasurableSpace`):
`μ.prod ν {p | p.1 ∈ s ∧ p.2 ∈ closedBall c (r p.1)} = ∫⁻ x in s, ν (closedBall c (r x)) ∂μ`.
* `EuclideanSpace.volume_setOf_mem_norm_le`: `volume {p : ℝ × ℝ² | p.1 ∈ s ∧ ‖p.2‖ ≤ r p.1} = ∫⁻ x in s, ENNReal.ofReal (r x) ^ 2 * ENNReal.ofReal π` (no sign condition on `r` is needed).
* `EuclideanSpace.volume_solidOfRevolution`: if `f` is continuous and nonnegative on `[a, b]`, then the solid of revolution has volume `ENNReal.ofReal (π * ∫ x in a..b, f x ^ 2)`.
* `EuclideanGeometry.euclideanHausdorffMeasure_cone` (in `Mathlib/Geometry/Euclidean/Volume/MeasureSimplex.lean`, right before the simplex formula it generalizes; suggested in review): in an affine subspace `T` of dimension `d + 1`, the cone with apex `a ∈ T` over a measurable base `B` contained in an affine subspace `S ≤ T` with `a ∉ S` has volume `μHE[d + 1] = h * μHE[d] B / (d + 1)`, with `h = dist a (orthogonalProjection S a)`. Proved by slicing with `euclideanHausdorffMeasure_eq_lintegral_of_subset` (slices are `homothety a x '' B`).
* The simplex formula `Affine.Simplex.euclideanHausdorffMeasure_closedInterior` is the special case of a cone over a face; its proof is left unchanged here, and could be derived from the cone theorem in a follow-up.
* `EuclideanSpace.volume_cone`: the cone of radius `R` and height `H` has volume `π * R ^ 2 * H / 3`.
The proofs use `Measure.prod_apply` (slices are balls) and `EuclideanSpace.volume_closedBall_fin_two`.
Happy to change the ambient space (e.g. `EuclideanSpace ℝ (Fin 3)` with rotation around a coordinate axis) or the file location if reviewers prefer.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-measure-probability
LLM-generated
new-contributor
|
237/10 |
Mathlib.lean,Mathlib/Geometry/Euclidean/Volume/MeasureSimplex.lean,Mathlib/MeasureTheory/Measure/Lebesgue/SolidOfRevolution.lean |
3 |
8 |
['github-actions', 'mycaule', 'vihdzp', 'wwylele'] |
nobody |
1-81085 1 day ago |
2-84563 2 days ago |
2-84228 2 days |
0 |
| 44702 |
mycaule author:mycaule |
feat(GroupTheory/MonoidRightZero): right zeros in finite monoids |
Add `Mathlib/GroupTheory/MonoidRightZero.lean`: a finite monoid in which any two principal right ideals meet (`∀ u v, ∃ u' v', u * u' = v * v'`) and every morphism to a group is trivial has a right zero, an element `p` with `u * p = p` for all `u`. Conversely, a right zero gives both conditions, so for finite monoids this is an equivalence (`Monoid.exists_forall_mul_eq_self_iff_of_finite`).
Mathlib has Ore sets (`OreLocalization.OreSet`, which also ask for a cancellation condition) and the group completion of a commutative monoid (`Algebra.GrothendieckGroup`), but nothing on right zeros of a noncommutative monoid.
The statement is Proposition 1 of an unpublished manuscript of A. Grothendieck (Montpellier archive, cote 158).
Questions for reviewers: whether the right Ore-type condition has a name in mathlib, and whether "every monoid morphism to a group is trivial" is the preferred way to say "trivial group completion".
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review.
|
t-group-theory
new-contributor
LLM-generated
|
120/0 |
Mathlib.lean,Mathlib/GroupTheory/MonoidRightZero.lean |
2 |
4 |
['github-actions', 'mycaule', 'tb65536'] |
nobody |
1-73123 1 day ago |
3-82836 3 days ago |
3-82501 3 days |
0 |
| 44768 |
mycaule author:mycaule |
feat(Topology/Algebra/Order/Group): adjacent sequences converge |
The classical "adjacent sequences" theorem (théorème des suites adjacentes, a staple of the French curriculum): if `u` is monotone, `v` is antitone and `v - u → 0`, then `u` and `v` converge to the same limit.
* `Monotone.le_of_antitone_of_tendsto_sub`: under these hypotheses, `u i ≤ v i` for all `i`.
* `Monotone.exists_tendsto_of_antitone_of_tendsto_sub`: `∃ l, Tendsto u atTop (𝓝 l) ∧ Tendsto v atTop (𝓝 l)`.
Both are stated multiplicatively (`v / u → 1`) with `to_additive`, for a conditionally complete linearly ordered commutative group with the order topology, and for a directed nonempty index type; for real sequences `hu.exists_tendsto_of_antitone_of_tendsto_sub hv h` applies directly.
The proof bounds `u` by `v i₀`, takes `l = ⨆ i, u i` via `tendsto_atTop_ciSup`, and writes `v = (v - u) + u`. This adds a (private) import of `Mathlib.Topology.Order.MonotoneConvergence`, which does not import this file.
The existing nested-intervals lemma `Monotone.ciSup_mem_iInter_Icc_of_antitone` gives a common point but not the limits.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-topology
LLM-generated
new-contributor
|
35/0 |
Mathlib/Topology/Algebra/Order/Group.lean |
1 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-71954 1 day ago |
2-84757 2 days ago |
2-84422 2 days |
0 |
| 44759 |
mycaule author:mycaule |
feat(Algebra/Order/BigOperators/Ring/Finset): the Binet–Cauchy and Lagrange identities |
Add to `Mathlib/Algebra/Order/BigOperators/Ring/Finset.lean`, over a commutative ring, next to the Cauchy–Schwarz inequality:
`Finset.sum_sum_mul_sub_mul_mul_mul_sub_mul`: the Binet–Cauchy identity, `∑ i ∈ s, ∑ j ∈ s, (a i * b j - a j * b i) * (c i * d j - c j * d i) = 2 * ((∑ a i * c i) * (∑ b i * d i) - (∑ a i * d i) * (∑ b i * c i))`
`Finset.sum_sum_mul_sub_mul_sq`: Lagrange's identity, `∑ i ∈ s, ∑ j ∈ s, (f i * g j - f j * g i) ^ 2 = 2 * ((∑ f i ^ 2) * (∑ g i ^ 2) - (∑ f i * g i) ^ 2)`
Add to `Mathlib/Analysis/RCLike/Basic.lean`:
`RCLike.sum_sum_norm_mul_sub_mul_sq`: `∑ i ∈ s, ∑ j ∈ s, ‖a i * b j - a j * b i‖ ^ 2 = 2 * ((∑ ‖a i‖ ^ 2) * (∑ ‖b i‖ ^ 2) - ‖∑ conj (a i) * b i‖ ^ 2)`
`RCLike.sum_sum_norm_mul_sub_mul_sq_le`: the resulting bound `≤ 2 * (∑ ‖a i‖ ^ 2) * ∑ ‖b i‖ ^ 2`
The sums run over ordered pairs `(i, j)`, which gives the factor `2` and avoids a linear order on the index type. The `RCLike` identity is the Binet–Cauchy identity with `c = conj a`, `d = conj b`, read in `K` through `mul_conj`. mathlib has the Cauchy–Schwarz inequality for finsets (`Finset.sum_mul_sq_le_sq_mul_sq`) and the scalar quadruple product for the cross product (`cross_dot_cross`), but neither identity.
Questions for reviewers: the names (the Binet–Cauchy one is long, LHS-derived); whether to add `i < j` versions for a linearly ordered index; whether the commutative ring identities belong in `Algebra/BigOperators/Ring/Finset.lean` (which does not import `ring`) rather than the ordered file.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
LLM-generated
new-contributor
|
41/0 |
Mathlib/Algebra/Order/BigOperators/Ring/Finset.lean,Mathlib/Analysis/RCLike/Basic.lean |
2 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-71927 1 day ago |
3-6950 3 days ago |
3-7184 3 days |
0 |
| 44729 |
mycaule author:mycaule |
feat(NumberTheory/CarmichaelNumber): powers modulo a squarefree number |
`pow_carmichael` gives `a ^ λ n = 1` for units of `ZMod n`, and Korselt's criterion only looks at bases coprime to `n`. This PR covers all residues:
* `Squarefree.zmod_pow_mul_carmichael_add_one`: if `n` is squarefree, then `a ^ (k * λ n + 1) = a` for every `a : ZMod n`. (With `n = p * q` this is the correctness of RSA, including messages divisible by `p` or `q`.)
* `Nat.squarefree_of_forall_zmod_pow_add_one_eq`: if `a ^ (m + 1) = a` for all `a : ZMod n` and some `m ≠ 0`, then `n` is squarefree.
* `Nat.squarefree_iff_forall_zmod_pow_carmichael_add_one`: for `n ≠ 0`, `Squarefree n ↔ ∀ a : ZMod n, a ^ (λ n + 1) = a`.
* `Nat.IsCarmichael.zmod_pow_eq_self`: a Carmichael number satisfies `a ^ n = a` for every `a : ZMod n` (the classical equivalent definition).
The first proof reduces to each prime factor `p` of `n` (using `Nat.prod_primeFactors_of_squarefree` and `Finset.prod_primes_dvd`), where either `a ≡ 0` or Fermat's little theorem applies since `p - 1 = λ p ∣ λ n`.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
new-contributor
t-number-theory
LLM-generated
|
64/0 |
Mathlib/NumberTheory/CarmichaelNumber.lean |
1 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-71644 1 day ago |
3-45069 3 days ago |
3-44734 3 days |
0 |
| 44720 |
mycaule author:mycaule |
feat(Probability/Distributions/Geometric): mean and variance |
Compute the first two moments of the geometric distribution `geometricMeasure p` (number of failures before the first success):
* `integral_id_geometricMeasure : ∫ n, (n : ℝ) ∂geometricMeasure p = (1 - p) / p`
* `integral_sq_geometricMeasure : ∫ n, (n : ℝ) ^ 2 ∂geometricMeasure p = (1 - p) * (2 - p) / p ^ 2`
* `memLp_two_id_geometricMeasure`
* `variance_id_geometricMeasure : Var[fun n : ℕ ↦ (n : ℝ); geometricMeasure p] = (1 - p) / p ^ 2`
plus the underlying `HasSum` lemmas. No hypothesis on `p` is needed: for `p = 0`, `geometricMeasure 0 = dirac 0` and both sides vanish (division by zero is `0`).
The proofs use `integral_geometricMeasure` together with `hasSum_coe_mul_geometric_of_norm_lt_one` and `hasSum_sq_mul_geometric_of_norm_lt_one`.
These live in a new file, `Mathlib/Probability/Distributions/Geometric/Moments.lean`, so that `Geometric.lean` does not have to import `Mathlib.Probability.Moments.Variance`.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-measure-probability
new-contributor
LLM-generated
|
93/0 |
Mathlib.lean,Mathlib/Probability/Distributions/Geometric/Moments.lean |
2 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-69967 1 day ago |
3-45941 3 days ago |
3-45606 3 days |
0 |
| 44784 |
shunfeng8421 author:shunfeng8421 |
feat(Combinatorics): prove finitary Van der Waerden by compactness |
Proves the finitary version of Van der Waerden's theorem:
```lean
theorem van_der_waerden (k : ℕ) {κ : Type*} [Finite κ] [Nonempty κ] :
∃ N : ℕ, ∀ C : Fin (N + 1) → κ, HasMonoAPWithin k N C
```
i.e. every finite coloring of a sufficiently large initial segment `[0, N]`
contains a monochromatic arithmetic progression of length `k`.
This resolves the TODO in `Mathlib/Combinatorics/HalesJewett.lean` asking for a
finitary version of Van der Waerden's theorem.
## Proof sketch
The proof goes by compactness (Rado's selection lemma), the route explicitly
suggested in the TODO ("either by compactness or by modifying the current
proof"):
1. Assume the theorem fails: every segment `[0, N]` admits a "bad" coloring with
no monochromatic AP of length `k`.
2. For each finite set `s ⊆ ℕ`, pick the bad coloring of the covering interval
`[0, s.sup id]` and extend it (arbitrarily) to all of `ℕ`.
3. **Rado's selection lemma** (`Finset.rado_selection`, from
`Mathlib/Combinatorics/Compactness.lean`, itself proved via Tychonoff's
theorem) stitches these local bad colorings into a global coloring
`χ : ℕ → κ` that agrees with some local bad coloring on every finite set.
4. The **infinite** Van der Waerden theorem — `Combinatorics.exists_mono_homothetic_copy`,
a corollary of Hales–Jewett — produces a monochromatic AP `(a * t + b)_{t < k}`
in `χ`.
5. Viewed as a finite set, this AP lies inside the covering interval of some
finite set `t` on which the bad coloring agrees with `χ`, so it is also
monochromatic there — contradicting badness of that local coloring.
No explicit bounds are produced; this is purely an existence proof, which is
exactly what the compactness route buys.
## New definitions
- `Combinatorics.HasMonoAPWithin k N C`: the coloring `C : Fin (N+1) → κ` of the
initial segment `[0, N]` contains a monochromatic AP of length `k`.
## Changes
- `Mathlib/Combinatorics/HalesJewett.lean`: removed the completed TODO item
("Prove a finitary version of Van der Waerden's theorem ... by compactness"),
added a pointer to the new theorem in the "Main results" list.
- `Mathlib/Combinatorics/VanDerWaerden.lean`: new file.
## Notes for the reviewer
- The file header still contains the `[Author]` placeholder: fill in your name
before committing.
-------
**AI disclosure**: AI-assisted tools were used to draft the proof outline and Lean code, and to debug type/simplifier issues; all contributions were reviewed and verified by the author, who takes full responsibility for the correctness of the mathematics and code.
|
t-combinatorics
new-contributor
LLM-generated
|
100/3 |
Mathlib.lean,Mathlib/Combinatorics/HalesJewett.lean,Mathlib/Combinatorics/VanDerWaerden.lean |
3 |
5 |
['github-actions', 'grunweg', 'shunfeng8421'] |
nobody |
1-56076 1 day ago |
1-56076 1 day ago |
1-64097 1 day |
0 |
| 42353 |
sankalpsthakur author:sankalpsthakur |
feat(RingTheory): add nilpotence lemmas for zero sums |
In a commutative semiring, adds:
- `sq_eq_sq_of_add_eq_zero`: if `x + y = 0` then `x^2 = y^2`
- `IsNilpotent.of_add_eq_zero_left`: if `x + y = 0` and `y` is nilpotent, so is `x`
- `isNilpotent_iff_of_add_eq_zero`: under `x + y = 0`, `x` is nilpotent iff `y` is
Motivated by #10539.
### Validation
Built locally: `lake build Mathlib.RingTheory.Nilpotent.Basic` — succeeds.
Closes #10539
### AI/LLM disclosure
AI coding tools were used to help draft this change and PR description. I reviewed the complete change, understand the reasoning, and verified the build locally before submitting. |
t-ring-theory
new-contributor
LLM-generated
|
49/0 |
Mathlib/RingTheory/Nilpotent/Basic.lean |
1 |
29 |
['github-actions', 'sankalpsthakur', 'tb65536'] |
nobody |
1-52490 1 day ago |
49-23674 49 days ago |
55-31127 55 days |
0 |
| 44810 |
zixiaowang17 author:zixiaowang17 |
feat(Combinatorics): add abstract graphical Markov properties |
Introduce the global, local, and pairwise Markov properties for undirected graphs, and prove
the forward implications global → local → pairwise under the semigraphoid axioms.
The implementation is a single module importing `Mathlib.Combinatorics.SimpleGraph.Walk.Basic`.
The current framework allows arbitrary vertex types, including infinite and uncountable types.
Reference: David Montague and Bala Rajaratnam, *Graphical Markov models for infinitely many
variables*, *Transactions of the American Mathematical Society* **370** (2018), no. 11,
7557–7603. [doi:10.1090/tran/7048](https://doi.org/10.1090/tran/7048).
---
I want to introduce “a graphical framework in which we can analyze the Markov properties
from a purely set theoretic perspective which is independent of probability theory,” as
described in [Section 4](https://arxiv.org/pdf/1501.07878#page=8).
Motivation: I was trying to provide a common foundation connecting graphical models in
statistics, random fields, and percolation on lattices. Along the way, I found that most of
the materials I read assumed finite vertex sets. However, I want to understand better what
drives the equivalence of the Markov properties, so that we can talk about theorems with
more flexibility. I then found this paper, which, in Section 4, takes a purely set-theoretic approach
to independence and graphical Markov properties, separately from its treatment of
measure-theoretic conditional independence in probabilistic models.
If this PR meets the requirements and is in the right direction, I plan to finish proving
the equivalence of the pairwise, local, and global Markov properties for ternary relations
under suitable intersection assumptions. In the long term, I plan to connect conditional
independence in probability with graphical models, including DAGs.
AI assistance: OpenAI Codex assisted with the Lean definitions and proofs. I checked every
line of the code. |
t-combinatorics
LLM-generated
new-contributor
|
138/0 |
Mathlib.lean,Mathlib/Combinatorics/Graphoid/Markov.lean,docs/references.bib |
3 |
3 |
['github-actions', 'zixiaowang17'] |
nobody |
1-49832 1 day ago |
1-50408 1 day ago |
1-50073 1 day |
0 |
| 40472 |
karlesmarin author:karlesmarin |
feat(Combinatorics/SimpleGraph): oriented incidence matrix |
Defines the oriented incidence matrix `SimpleGraph.orientedIncMatrix` of a simple graph on a linearly ordered vertex type, with each edge oriented from its smaller to its larger endpoint, and proves `orientedIncMatrix_mul_transpose : N * Nᵀ = G.lapMatrix R`.
This covers, for a fixed orientation, the second TODO in `Mathlib/Combinatorics/SimpleGraph/IncMatrix.lean`.
Written with the help of an LLM (Claude).
|
new-contributor
LLM-generated
t-combinatorics
|
157/0 |
Mathlib.lean,Mathlib/Combinatorics/SimpleGraph/OrientedIncMatrix.lean |
2 |
21 |
['SnirBroshi', 'github-actions', 'karlesmarin'] |
b-mehta assignee:b-mehta |
1-46591 1 day ago |
16-67608 16 days ago |
124-8206 124 days |
0 |
| 44723 |
mycaule author:mycaule |
feat(CategoryTheory/Adjunction/Idempotent): fixed points and idempotent adjunctions |
New file `Mathlib/CategoryTheory/Adjunction/Idempotent.lean`. For `adj : L ⊣ R` with unit `η` and counit `ε`:
`Adjunction.idempotent_tfae`: the four conditions `ηR`, `Rε`, `εL`, `Lη` invertible are equivalent
`Adjunction.map_map_unit_app_of_idempotent`, `Adjunction.map_map_counit_app_of_idempotent`: `RLη_X = η_{RLX}` and `LRε_Y = ε_{LRY}` in the idempotent case
`Adjunction.fixedLeft`, `Adjunction.fixedRight`: the objects at which `η`, resp. `ε`, is an isomorphism (closed under isomorphisms; `fixedLeft_iff_exists`, `fixedRight_iff_exists`)
`Adjunction.fixedEquiv`: for any adjunction, `L` and `R` restrict to an equivalence `adj.fixedLeft.FullSubcategory ≌ adj.fixedRight.FullSubcategory`
`Adjunction.fixedLeftAdjunction`, `Adjunction.fixedLeftReflective`: if the adjunction is idempotent, `fixedLeft` is reflective in `C` with reflector `L ⋙ R`
`Adjunction.fixedRightAdjunction`, `Adjunction.fixedRightCoreflective`: dually, `fixedRight` is coreflective in `D` with coreflector `R ⋙ L`
`map_map_unit_app_of_idempotent` is the generalization asked for by the TODO above `unit_obj_eq_map_unit` in `Adjunction/Reflective.lean` (from reflective to idempotent adjunctions).
Then `PreservesColimits` of the reflector, `HasColimits` of the fixed part (`hasColimits_of_reflective`) and the localization property (`Adjunction.isLocalization`) follow from existing mathlib lemmas.
Questions for reviewers: names (`fixedLeft`/`fixedRight`, or e.g. `unitIsIso`/`counitIsIso`); whether to add a class `Adjunction.IsIdempotent` (one of the four conditions) with instances for reflective and coreflective adjunctions, in this PR or a follow-up; and whether to add `IsIso adj.toMonad.μ ↔ idempotent` next to `μ_iso_of_reflective`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review. It builds against current master.
|
t-category-theory
new-contributor
LLM-generated
|
272/0 |
Mathlib.lean,Mathlib/CategoryTheory/Adjunction/Idempotent.lean |
2 |
2 |
['github-actions'] |
dagurtomas assignee:dagurtomas |
1-46588 1 day ago |
3-15317 3 days ago |
3-14982 3 days |
0 |
| 44812 |
keithadler author:keithadler |
fix(MeasureTheory/Group/Arithmetic): make `Finset.measurable_prod` state the product of functions |
`Finset.measurable_prod` (and `Finset.measurable_sum`) had exactly the same statement and proof as `Finset.measurable_fun_prod`: `Measurable fun a ↦ ∏ i ∈ s, f i a`. Everywhere else in this file the plain name states the point-free form (`List.measurable_prod : Measurable l.prod`, `Finset.aemeasurable_prod : AEMeasurable (∏ i ∈ s, f i) μ`) and `_fun_` states the `fun a ↦ …` form. This makes `Finset.measurable_prod` state `Measurable (∏ i ∈ s, f i)`, proved through `Multiset.measurable_prod` the way `aemeasurable_prod` is, and proves `measurable_fun_prod` from it. The two uses that need the `fun` form, `IsProgressive.finsetProd` and `integral_id_stdGaussian`, now use `measurable_fun_prod` / `measurable_fun_sum`.
The three edited modules build and `lake exe runLinter` passes on them, on current `master`. I did not build the rest of Mathlib, so CI will show whether anything else used the old statement.
Found with [Lean Studio](https://github.com/keithadler/leanstudio)'s Find Similar Proofs. Prepared with AI assistance (Claude); I checked the change and the build.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-measure-probability
LLM-generated
new-contributor
|
9/9 |
Mathlib/MeasureTheory/Group/Arithmetic.lean,Mathlib/Probability/Distributions/Gaussian/Multivariate.lean,Mathlib/Probability/Process/Adapted.lean |
3 |
3 |
['github-actions', 'keithadler'] |
nobody |
1-45204 1 day ago |
1-46450 1 day ago |
1-46115 1 day |
0 |
| 44721 |
mycaule author:mycaule |
feat(Geometry/Euclidean/Projection): distance to a hyperplane via its normal vector |
Add the closed formula for the distance from a point to an affine hyperplane given by a normal vector, stated in the Euclidean-geometry normal form (distance to the orthogonal projection):
```lean
theorem EuclideanGeometry.dist_orthogonalProjection_eq_abs_inner_div_norm
(s : AffineSubspace ℝ P) [Nonempty s] [s.direction.HasOrthogonalProjection]
{n : V} (hn : s.directionᗮ = ℝ ∙ n) {q : P} (hq : q ∈ s) (p : P) :
dist p (orthogonalProjection s p) = |⟪n, p -ᵥ q⟫| / ‖n‖
```
Proof: `p -ᵥ orthogonalProjection s p = t • n` since it lies in `s.directionᗮ = ℝ ∙ n`, and `⟪n, p -ᵥ q⟫ = ⟪n, t • n⟫` because `orthogonalProjection s p -ᵥ q ∈ s.direction` is orthogonal to `n`. No hypothesis `n ≠ 0` is needed. The `Metric.infDist` form follows from `dist_orthogonalProjection_eq_infDist`.
As a corollary, without any new definition (the plane through `q` with normal vector `n` is `AffineSubspace.mk' q (ℝ ∙ n)ᗮ`):
```lean
theorem EuclideanGeometry.dist_orthogonalProjection_mk'_eq_abs_inner_div_norm (q : P) (n : V) (p : P) :
dist p (orthogonalProjection (AffineSubspace.mk' q (ℝ ∙ n)ᗮ) p) = |⟪n, p -ᵥ q⟫| / ‖n‖
```
together with an instance `(AffineSubspace.mk' q K).direction.HasOrthogonalProjection` for `K.HasOrthogonalProjection` (as for `perpBisector`). This adds a (non-public) import of `Mathlib.Analysis.InnerProductSpace.Projection.Submodule` for `Submodule.orthogonal_orthogonal`.
Context: this is the distance from a point to a plane `ax + by + cz + d = 0` as taught in the French high-school curriculum, `|ax₀ + by₀ + cz₀ + d| / √(a² + b² + c²)`.
AI disclosure: the statement and proof were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-euclidean-geometry
new-contributor
LLM-generated
|
37/2 |
Mathlib/Geometry/Euclidean/Projection.lean |
1 |
18 |
['github-actions', 'jsm28', 'mycaule', 'vihdzp', 'wwylele'] |
jsm28 assignee:jsm28 |
1-34393 1 day ago |
3-46006 3 days ago |
3-45671 3 days |
0 |
| 44770 |
mycaule author:mycaule |
feat(Probability): de Moivre–Laplace theorem |
A new file `Mathlib/Probability/DeMoivreLaplace.lean`, deducing the de Moivre–Laplace theorem from the central limit theorem:
* `ProbabilityTheory.infinitePi_bernoulliMeasure_map_sum`: `Bin(ℝ, n, p)` is the image of `infinitePi fun _ ↦ Ber(1, 0, p)` under the sum of the first `n` coordinates.
* `ProbabilityTheory.hasLaw_sum_of_iIndepFun_bernoulli`: if `X : ℕ → Ω → ℝ` are independent with `HasLaw (X i) Ber(1, 0, p) P`, then `∑ k ∈ range n, X k` has law `Bin(ℝ, n, p)`. Mathlib did not yet relate `binomial` (defined through `setBernoulli`) to sums of independent Bernoulli variables.
* `ProbabilityTheory.tendstoInDistribution_binomial`: for `p ≠ 0, 1`, `(x - n p) / √(n p (1 - p))` under `Bin(ℝ, n, p)` converges in distribution to any `Y` with law `gaussianReal 0 1`.
* `ProbabilityTheory.tendsto_binomial_real_setOf_le`: `Bin(n, p).real {k | (k - n p) / √(n p (1 - p)) ≤ x} → cdf (gaussianReal 0 1) x`.
Proof. Both `binomial` and `infinitePi Ber(1, 0, p)` are images of `infinitePi Ber(True, False, p)` (via `infinitePi_map_pi` and `map_bernoulliMeasure`), and the two composite maps agree pointwise (`Finset.sum_boole`). For the limit theorem, apply `tendstoInDistribution_inv_sqrt_mul_sum` to the standardized coordinates `(x i - p) / √(p (1 - p))` on `ℕ → ℝ` with the product measure, and transport along `hasLaw_sum_of_iIndepFun_bernoulli`. The cdf version is the portmanteau theorem (`tendsto_measure_of_null_frontier_of_tendsto'`) for `Iic x`, the Gaussian having no atoms.
I kept everything in a new file to avoid adding `Independence.InfinitePi` and the central limit theorem to the imports of `Binomial.lean`; `hasLaw_sum_of_iIndepFun_bernoulli` could move there if preferred.
AI disclosure: the statements and proofs were drafted with Claude (Claude Code) and checked by compiling against Mathlib; I have reviewed them.
---
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-measure-probability
LLM-generated
new-contributor
|
170/0 |
Mathlib.lean,Mathlib/Probability/DeMoivreLaplace.lean |
2 |
3 |
['github-actions', 'mycaule'] |
nobody |
1-33070 1 day ago |
2-82440 2 days ago |
2-82576 2 days |
0 |
| 44117 |
zblore author:zblore |
feat(Topology/Algebra): quotient topology on projective space and open quotient map |
This gives `ℙ K V` the quotient topology and shows `Projectivization.mk'` is an open quotient map when the units of `K` act continuously on `V`. It also adds the two instances the proof needs to `Topology/Algebra/MulAction.lean`. A `SubMulAction` inherits `ContinuousConstSMul`, and `Kˣ` acts continuously on the nonzero vectors.
This is the first step towards the Fubini-Study metric and measure on `ℂℙⁿ`. I discussed it on Zulip here https://leanprover.zulipchat.com/#narrow/id/617154981 and here https://leanprover.zulipchat.com/#narrow/id/625402419
I used Claude to draft the Lean against the existing Mathlib API. I've reworked and checked every line myself and can explain all of it.
---
|
t-topology
new-contributor
LLM-generated
|
116/0 |
Mathlib.lean,Mathlib/LinearAlgebra/Projectivization/Basic.lean,Mathlib/Topology/Algebra/MulAction.lean,Mathlib/Topology/Algebra/Projectivization.lean |
4 |
7 |
['gasparattila', 'github-actions', 'zblore'] |
nobody |
1-20422 1 day ago |
21-9393 21 days ago |
21-9058 21 days |
0 |
| 43280 |
idontgetoutmuch author:idontgetoutmuch |
feat(Topology/VectorBundle): coordinate lemmas for the bundle of bilinear forms |
Two coordinate-level identities for the bundle of scalar-valued bilinear forms
`fun x ↦ E₁ x →L[𝕜] E₁ x →L[𝕜] 𝕜` over a vector bundle, added to
`Mathlib/Topology/VectorBundle/Hom.lean`:
- `inCoordinates_apply_eq₂_bilin`: specialisation of `inCoordinates_apply_eq₂` to
scalar-valued forms on a single bundle (`E₂ = E₁`, `E₃ = Bundle.Trivial B 𝕜`);
- `trivializationAt_symm_apply_bilin`: the inverse trivialization of the bilinear-forms
bundle, applied to fibre vectors, equals the model form on their images under
`continuousLinearMapAt`.
`Hom.lean` now imports `Mathlib.Topology.VectorBundle.Constructions`, which is needed
for the `Bundle.Trivial` instances used in these statements.
`inCoordinates_apply_eq₂_bilin` is used to simplify six proof steps in
`Mathlib/Topology/VectorBundle/Riemannian.lean`, which previously applied
`inCoordinates_apply_eq₂ h h (Set.mem_univ _)` and then simplified away the trivial-bundle
`linearMapAt` by hand. Two ad hoc `convert!` proofs there are replaced by the existing
`Trivialization.symm_linearMapAt`.
This is the first piece split out of #33714 (existence of a Riemannian metric on a
manifold), which will be rebased on top of this PR. |
t-topology
new-contributor
|
45/20 |
Mathlib/Topology/VectorBundle/Hom.lean,Mathlib/Topology/VectorBundle/Riemannian.lean |
2 |
21 |
['github-actions', 'grunweg', 'idontgetoutmuch'] |
grunweg assignee:grunweg |
0-81635 22 hours ago |
20-79039 20 days ago |
43-6654 43 days |
0 |
| 40727 |
pepamontero author:pepamontero |
feat(Geometry/Manifold/Instances/Quotient): quotients of manifolds by smooth free properly discontinuous group actions are manifolds |
Add smooth manifold structure on orbit space `orbitRel.Quotient G M`.
This PR is a follow-up to #35653, which equipped `orbitRel.Quotient G M` with a `ChartedSpace` structure. Here we promote that to an `IsManifold I n` instance, assuming M itself is an `IsManifold I n` and `G` acts by
`ContMDiffConstSMul`.
This PR:
* Changes the charted space instance to use `IsLocalHomeomorph.chartedSpaceOfRightInverse` applied to `Quotient.out_eq`, so the charts come from an explicit local section `orbitRel.Quotient.localInverseAt x` of the quotient map at `x.out`.
* Adds some API on `localInverseAt` that is only relevant when we have an action (`localInverseAt_apply_mk_eq_smul`, `localInverseAt_symm_trans_eqOn_smul`, `exists_smul_mem_localInverseAt_target`)
* Defines the `transitionMap` between the charts of the quotient, and adds `transitionMap_locally_smul` which shows each transition map agrees near any point with `φ x⁻¹ ≫ (g • ·) ≫ φ y` for a single `g : G`.
* Uses the above to prove `isManifold_quotient_of_contMDiffSMul`.
This started as an ItaLean2025 project; here is the [Zulip thread](https://leanprover.zulipchat.com/#narrow/channel/541885-ItaLean-2025/topic/Projects.3A.20Quotient.20Manifolds/with/575121158) dedicated to it.
Co-authored by: Enrique Díaz Blanco <qdiazblanco@gmail.com>
Co-authored by: Archie Browne <ajb421@ic.ac.uk>
--------
- [x] depends on: #41832
- [x] depends on: #41835
- [x] depends on: #42436
- [x] depends on: #42502
- [x] depends on: #41534
- [x] depends on: #43717
**Questions for reviewers**:
1. Should the acting group be `Γ` rather than `G`? Here `G` has no topology, and in other files `Γ` is used in this case.
2. Should `localInverseAt` be a `def` instead of an `abbrev`? It is an `abbrev` because there is already API for `IsLocalHomeomorph.localInverseAt` that I need.
3. Is changing the `ChartedSpace` instance to `Quotient.out` the right decision?
4. Should I write a definition for `(chartAt H x.out).symm ≫ₕ (g • ·) ≫ₕ chartAt H y.out` , similar to `transitionMap`?
|
new-contributor
large-import
t-differential-geometry
maintainer-merge
|
131/6 |
Mathlib/Geometry/Manifold/Instances/Quotient.lean |
1 |
87 |
['Deicyde', 'github-actions', 'grunweg', 'mathlib-dependent-issues', 'mathlib-merge-conflicts', 'pepamontero', 'scholzhannah'] |
grunweg assignee:grunweg |
0-74531 20 hours ago |
1-84061 1 day ago |
52-49862 52 days |
1 |
| 44831 |
scottdhughes author:scottdhughes |
feat(Analysis/MeanInequalitiesPow): add a real power difference bound |
Add `Real.abs_rpow_sub_rpow_le` in `Mathlib/Analysis/MeanInequalitiesPow.lean`: for nonnegative real bases and `0 ≤ p ≤ 1`,
```lean
|a ^ p - b ^ p| ≤ |a - b| ^ p
```
Provide a direct scalar API for downstream fractional-power regularity estimates. Derive the bound from the neighboring `Real.rpow_add_le_add_rpow`, then handle the two input orders. Include both exponent endpoints. Add one lemma and its docstring, with no new imports.
---
Local validation on Lean/Mathlib 4.35.0:
- `lake build Mathlib.Analysis.MeanInequalitiesPow`
- `lake exe lint-style Mathlib.Analysis.MeanInequalitiesPow`
- Fresh source elaboration, exported-type and axiom checks, plus all 15 default declaration linters for the new lemma.
The axiom check reports only `propext`, `Classical.choice` and `Quot.sound`.
AI assistance: Codex adapted an existing downstream proof, searched Mathlib and relevant open PRs, drafted this description, and ran the local checks.
|
t-analysis
new-contributor
|
19/0 |
Mathlib/Analysis/MeanInequalitiesPow.lean |
1 |
2 |
['copilot-pull-request-reviewer', 'github-actions'] |
nobody |
0-74282 20 hours ago |
0-74368 20 hours ago |
0-74033 20 hours |
0 |
| 44836 |
cmhsu2012 author:cmhsu2012 |
feat(NumberTheory/Legendre/Basic): the legendre symbol for p-adics |
Co-authored-by: María Inés de Frutos-Fernández 88536493+mariainesdff@users.noreply.github.com
and Nirvana Coppola 58878663+NirvanaC93@users.noreply.github.com
In the ongoing formalization of the Hasse-Minkowski Theorem on quadratic forms, we need the Legendre symbol for the p-adics. The following declarations were added to the basic.lean file:
```def compMonoidHom``` an auxiliary definition: the composition between multiplicative characters and a local homomorphism
```def legendreSym``` the definition of the Legendre symbol for Z_p: composition of the reduction from Z_p to Z mod p and the usual Legendre symbol
```def hom``` The Legendre symbol is a homomorphism
The remaining lemmas are the API:
```lemma intCast```
```theorem eq_pow```
```theorem eq_on_or_neg_one```
```eq_neg_one_iff_not_one```
```theorem eq_zero_iff```
```theorem sq_one```
```theorem sq_one'```
```theorem eq_one_iff```
```theorem eq_neg_one_iff```
---
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|
t-number-theory
new-contributor
large-import
|
94/0 |
Mathlib/NumberTheory/LegendreSymbol/Basic.lean |
1 |
3 |
['github-actions'] |
nobody |
0-68055 18 hours ago |
0-69770 19 hours ago |
0-69435 19 hours |
0 |
| 43871 |
manman4 author:manman4 |
feat(PowerSeries): add Lagrange inversion formula |
## What this PR adds
This PR formalizes the Lagrange inversion formula for formal power series over commutative rings without additive torsion (`HasUniqueDiv R`), together with divided versions over characteristic-zero fields.
For formal power series `P`, `Y`, and `H` over such a ring, suppose `Y = X * P.subst Y`. Then, for every natural number `n`, the Lagrange–Bürmann formula states:
```math
(n + 1)[X^{n + 1}]H(Y) = [X^n](H' P^{n + 1}).
```
The brackets denote coefficient extraction, and `H'` denotes the formal derivative of `H`. Over a characteristic-zero field, dividing by `n + 1` gives the usual coefficient formula.
## Proof and scope
The proof follows the inductive argument of Surya and Warnke. The torsion-free assumption is used to cancel multiplication by positive natural numbers.
Following the review suggestions, this PR is restricted to the torsion-free version.
## Motivation
Lagrange inversion is a classical tool in enumerative combinatorics, treated for example in Section 5.4 of Richard P. Stanley’s *Enumerative Combinatorics*, Volume 2. It gives coefficient formulas for implicitly defined generating functions, with applications to counting rooted trees and other recursively defined combinatorial structures.
My original motivation was to make this tool, which is also used in competitive programming, available in Mathlib.
## LLM
We (Julian and I) used Aristotle and Codex for code generation and ChatGPT and Claude for cleanup.
|
t-ring-theory
new-contributor
LLM-generated
|
212/0 |
Mathlib.lean,Mathlib/RingTheory/PowerSeries/Basic.lean,Mathlib/RingTheory/PowerSeries/Derivative.lean,Mathlib/RingTheory/PowerSeries/LagrangeInversion.lean,Mathlib/RingTheory/PowerSeries/Substitution.lean,docs/references.bib |
6 |
126 |
['JX-Mo', 'Julian-Kuelshammer', 'github-actions', 'manman4', 'wwylele'] |
nobody |
0-54881 15 hours ago |
11-3975 11 days ago |
27-85014 27 days |
0 |
| 41308 |
sergantche author:sergantche |
feat: add `List.insertIdx_eraseIdx_getElem_perm` |
Adds `List.insertIdx_eraseIdx_getElem_perm`, showing that erasing an element by index and inserting it at any valid position gives a permutation of the original list.
This packages the existing lemmas `List.perm_insertIdx` and `List.getElem_cons_eraseIdx_perm` into a direct API lemma.
AI assistance was used in preparing this PR; I reviewed the statement and proof.
[](https://gitpod.io/from-referrer/) |
t-data
new-contributor
LLM-generated
|
5/0 |
Mathlib/Data/List/Perm/Basic.lean |
1 |
5 |
['github-actions', 'sergantche', 'vlad902'] |
eric-wieser assignee:eric-wieser |
0-46591 12 hours ago |
93-56463 93 days ago |
97-59523 97 days |
0 |
| 41217 |
Probablism author:Probablism |
feat(SimpleGraph/Matching): add graph-level IsMatching |
Closes #11911.
This adds a graph-level `SimpleGraph.IsMatching` predicate. It is support-based, so isolated
vertices are allowed: every vertex in the graph support is incident to exactly one edge.
The existing `Subgraph.IsMatching` predicate is unchanged. I added compatibility lemmas relating it
to `M.spanningCoe`, including an iff characterizing the subgraph predicate as graph-level matching
plus `M.support = M.verts`.
Validation:
- `lake env lean Mathlib/Combinatorics/SimpleGraph/Matching.lean`
- `lake build Mathlib.Combinatorics.SimpleGraph.Matching`
- `lake build Mathlib.Combinatorics.SimpleGraph.Hall Mathlib.Combinatorics.SimpleGraph.Tutte Mathlib.Combinatorics.SimpleGraph.UniversalVerts`
- `lake exe lint-style Mathlib/Combinatorics/SimpleGraph/Matching.lean`
- `lake build Mathlib`
- `lake test`
AI assistance: OpenAI Codex assisted with testing and validation.
|
t-combinatorics
new-contributor
|
41/3 |
Mathlib/Combinatorics/SimpleGraph/Matching.lean |
1 |
4 |
['Probablism', 'SnirBroshi', 'github-actions'] |
nobody |
0-45688 12 hours ago |
105-49408 105 days ago |
105-49073 105 days |
0 |
| 39687 |
TentativeConvert author:TentativeConvert |
feat(Algebra/Group/Submonoid): type class to indicate that supremum in a SubmonoidClass agrees with supremum of submonoids |
Add a type class `SubmonoidClass.IsConcreteSSup` to indicate that the canonical map `.ofClass` from a class `S` of submonoids of `M` to `Submonoid M` preserves suprema.
---
This PR implements the minimal type class assumption needed to make „pushfoward of gradings along maps of indexing sets“ – see draft PR #39356 – work in some `SetLike` generality.
Given `{S M : Type*} [SetLike S M] [Monoid M] [SubmonoidClass S M]`, we have canonical maps
```
S → Submonoid M → Set M
```
The first is `Submonoid.ofClass`, the second and the composition are `coe` maps coming from the `SetLike` structures. Depending on `S`, these maps may or may not satisfy various properties with respect the lattice structures on `Submonoid M` and `Set M`. Mathlib so far includes the type class `[IsConcreteLE S M]`, which asserts that the composition `S → Set M` is order-preserving and order-reflecting. The type class defined here asserts that the first map, `S → Submonoid M`, preserves suprema.
In examples such as `S = Subgroup M`, `S = Submodule R M`, much more is true – in these cases, `S` is a complete sublattice of `Submonoid M`. But there are also examples where only the weaker property defined here holds, e.g. `S = OpenSubgroup M` for a topological group `M`.
[Zulip discussion thead about this PR](https://leanprover.zulipchat.com/#narrow/channel/144837-PR-reviews/topic/type.20class.20to.20indicate.20that.20supremum.20in.20a.20SubmonoidClass.20agr/with/626031731)
Note on `outParam`: I did *not* write `(M : outParam Type*)` in the assumptions of `SubmonoidClass.IsConcreteSSup` in accordance with the [DocString of `Setlike`](https://leanprover-community.github.io/mathlib4_docs/Mathlib/Data/SetLike/Basic.html#SetLike). However, we do have `(B : outParam Type*)` in the definition of `IsConcreteLE`, so perhaps I'm misinterpreting the DocString.
<!-- Your PR title will become the first line of the commit message.
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|
new-contributor
t-algebra
label:t-algebra$ |
56/0 |
Mathlib.lean,Mathlib/Algebra/Group/Submonoid/SSup.lean |
2 |
6 |
['TentativeConvert', 'github-actions', 'jjdishere'] |
nobody |
0-45685 12 hours ago |
22-313 21 days ago |
142-2684 142 days |
0 |
| 42355 |
sankalpsthakur author:sankalpsthakur |
fix(NormNum): error if remaining at locations are unused |
`norm_num at h1 h2 ...` (and other tactics built on `Lean.Elab.Tactic.withNondepPropLocation`) unconditionally processed every hypothesis in the location list, then the target. If an earlier hypothesis closed the goal (e.g. `norm_num` found `h1` to already be `False`), processing continued against an already-closed goal instead of stopping.
Unused `at` locations now error if an earlier location closed the goal.
Closes #28703.
---------
Note. `withNondepPropLocation` currently has no other callers in the Mathlib tree besides its own definition file.
AI coding tools were used to help draft this change and PR description. I reviewed the complete change, understand the reasoning, and verified the build locally before submitting. |
new-contributor
LLM-generated
t-meta
maintainer-merge
|
32/2 |
Mathlib/Util/AtLocation.lean,MathlibTest/Tactic/NormNum/Basic.lean |
2 |
25 |
['github-actions', 'grunweg', 'joneugster', 'mathlib-merge-conflicts', 'sankalpsthakur', 'thorimur'] |
nobody |
0-45682 12 hours ago |
32-26940 32 days ago |
52-27881 52 days |
0 |
| 42820 |
tolgadgrmnc27 author:tolgadgrmnc27 |
feat(Data/Nat/Choose): elementary Chernoff bound for tail sums of binomial coefficients |
Adds an elementary, purely combinatorial Chernoff-type bound on tail sums of
binomial coefficients:
```lean
theorem Nat.sum_Ico_choose_le_div (n m : ℕ) {x : α} (hx : 1 ≤ x) :
∑ j ∈ Ico m (n + 1), (n.choose j : α) ≤ (1 + x) ^ n / x ^ m
```
together with the specialization at `x = 2`:
```lean
theorem Nat.sum_Ico_choose_le_three_pow_div (n m : ℕ) :
∑ j ∈ Ico m (n + 1), (n.choose j : α) ≤ 3 ^ n / 2 ^ m
```
The proof is the classical exponential moment trick done combinatorially: for
`m ≤ j` and `1 ≤ x` we have `x ^ m ≤ x ^ j`, so the tail sum is bounded by
`x ^ (-m) * ∑ j, n.choose j * x ^ j = x ^ (-m) * (1 + x) ^ n` by the binomial
theorem. A helper `Nat.sum_range_choose_mul_pow` states the binomial theorem in
the convenient form `∑ j ≤ n, n.choose j * x ^ j = (1 + x) ^ n`.
### Why this is not already in Mathlib
* `Nat.sum_range_choose` gives the *total* sum `∑ j ≤ n, n.choose j = 2 ^ n`.
* `Mathlib/Data/Nat/Choose/Bounds.lean` bounds a *single* coefficient
(`choose_le_pow`, `choose_le_two_pow`, `choose_le_pow_div`, …).
* `Mathlib/Probability/Moments/SubGaussian.lean` has Chernoff/Hoeffding, but
measure-theoretically: using it for a counting argument requires setting up a
probability space with independent Bernoulli variables and translating back
to cardinalities.
I could not find a statement bounding a *partial* sum of binomial
coefficients. The version here needs no probability space and applies directly
to counting arguments (its original use was bounding the number of `n < 2 ^ k`
whose first `k` binary digits contain at least `m` ones).
### Notes
* Stated over a general `[Semifield α] [LinearOrder α] [IsStrictOrderedRing α]`,
matching the typeclass style of `Mathlib/Data/Nat/Choose/Bounds.lean`.
* `Ico m (n + 1)` rather than a `filter (m ≤ ·)` form, as is idiomatic in
Mathlib; the two are equal by `Finset.filter_le_eq_Ico`-style reasoning.
* Names are of course open to bikeshedding.
---
- [x] depends on: nothing
|
t-data
new-contributor
|
84/0 |
Mathlib.lean,Mathlib/Data/Nat/Choose/Tail.lean |
2 |
3 |
['github-actions'] |
nobody |
0-45680 12 hours ago |
59-7564 59 days ago |
59-7229 59 days |
0 |
| 44829 |
pelicanhere author:pelicanhere |
refactor(Analysis/Normed): generalize scalar distance and diameter lemmas |
Generalize scalar distance and diameter lemmas to `NormedRing`, and drop the nonzero assumption from `infDist_smul₀`.
|
t-analysis
new-contributor
|
23/28 |
Mathlib/Analysis/Normed/Group/AddCircle.lean,Mathlib/Analysis/Normed/Module/Ball/Pointwise.lean |
2 |
4 |
['github-actions', 'leanprover-radar', 'pelicanhere'] |
nobody |
0-41083 11 hours ago |
0-78751 21 hours ago |
0-78416 21 hours |
0 |
| 42802 |
Zeta-Wu author:Zeta-Wu |
feat(CategoryTheory): relate equivalences and skeletons |
This PR supersedes the previously closed PR #42789.
It adds several related characterizations of equivalences of categories, together with an API showing that an equivalence induces an isomorphism between the corresponding skeletons.
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[](https://gitpod.io/from-referrer/)
|
t-category-theory
new-contributor
|
66/8 |
Mathlib/CategoryTheory/EssentiallySmall.lean,Mathlib/CategoryTheory/Skeletal.lean |
2 |
36 |
['Zeta-Wu', 'github-actions', 'joelriou', 'robin-carlier'] |
joelriou assignee:joelriou |
0-33976 9 hours ago |
0-35314 9 hours ago |
51-70892 51 days |
0 |
| 44801 |
keithadler author:keithadler |
chore(LinearAlgebra/RootSystem/WeylGroup): prove the three range lemmas from one |
`range_weylGroup_weightHom`, `range_weylGroup_coweightHom` and `range_weylGroupToPerm` each proved the same fact with their own ~20-line `Subgroup.closure_induction''` argument, differing only in the homomorphism and the simp lemma. This adds `range_weylGroup_domRestrict`, which says the image of the Weyl group under any homomorphism sending each reflection `i` to `g i` is `Subgroup.closure (range g)`, and proves the three from it. Their statements are unchanged and nothing else in Mathlib uses them. The file is 56 lines shorter, and `set_option backward.isDefEq.respectTransparency false` is no longer needed.
--------
The module builds and `lake exe runLinter` passes on it.
Found with [Lean Studio](https://github.com/keithadler/leanstudio)'s Find Similar Proofs. Prepared with AI assistance (Claude); I checked the change and the build.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
tech debt
t-algebra
LLM-generated
new-contributor
label:t-algebra$ |
17/72 |
Mathlib/LinearAlgebra/RootSystem/WeylGroup.lean |
1 |
16 |
['Hagb', 'github-actions', 'grunweg', 'keithadler', 'themathqueen'] |
nobody |
0-27607 7 hours ago |
0-72294 19 hours ago |
1-7178 1 day |
0 |
| 39347 |
Sfgangloff author:Sfgangloff |
feat(SymbolicDynamics): refactor of Pattern and shift-invariance of shape languages for subshifts |
## Summary
This PR refactors Pattern.mulShift in Mathlib/Dynamics/SymbolicDynamics/Basic.lean and uses the cleaner definition to prove shift-invariance of the language of a subshift on a finite shape.
## Changes
Pattern.mulShift now returns a Pattern instead of a configuration (more natural).
- Old type: Pattern.mulShift : Pattern A G → G → (G → A)
- New type: Pattern.mulShift : Pattern A G → G → Pattern A G
- The result carries its support (p.support.image (v * ·)) and the
default-outside-support proof, so callers don't have to re-derive them.
The [IsLeftCancelMul G] hypothesis is moved to the lemmas that actually use it.
- The definition Pattern.mulShift itself no longer needs left-cancellation (it only
chooses a preimage noncomputably).
- The hypothesis is now stated on mulShift_config_apply_mul_left_of_mem and
mulOccursInAt_eq_cylinder directly, instead of being a section-level variable.
Renames following the type change.
- mulShift_apply_mul_left_of_mem → mulShift_config_apply_mul_left_of_mem (because we
now write (p.mulShift v).config instead of p.mulShift v).
New @[simp] and @[ext] lemmas for Pattern.
- Pattern.ext: two patterns are equal iff their supports agree and their
configurations agree on the support.
- Pattern.mulShift_support: the support of p.mulShift v is p.support.image (v * ·).
- Pattern.fromConfig_support: the support of fromConfig x U is U.
- Pattern.fromConfig_config_of_mem: on its support, fromConfig x U agrees with x.
New lemma Pattern.fromConfig_mulShift.
For a left inverse g' * g = 1, shifting the pattern fromConfig x U by g equals
fromConfig (mulShift g' x) (U.image (g * ·)).
New theorem MulSubshift.languageOn_image_mulShift.
For a subshift Y and elements g, g' with g * g' = 1 and g' * g = 1:
(fun p => p.mulShift g) '' Y.languageOn U = Y.languageOn (U.image (g * ·))
i.e. the language on the translated shape is exactly the image of the language on U
under the pattern-shift map. This gives a bijection between Y.languageOn U and
Y.languageOn (U.image (g * ·)), with inverse p ↦ p.mulShift g'. Stated for
left-cancellative monoids with an invertible element.
Updated docstrings for Pattern.mulShift and the renamed lemma to reflect the
bundled-Pattern return type and clarify which results need [IsLeftCancelMul G]. |
t-dynamics
new-contributor
|
144/47 |
Mathlib/Dynamics/SymbolicDynamics/Basic.lean |
1 |
13 |
['Sfgangloff', 'github-actions', 'mathlib-merge-conflicts', 'sgouezel'] |
urkud assignee:urkud |
0-22722 6 hours ago |
0-23328 6 hours ago |
60-60514 60 days |
0 |
| 44798 |
3y3y3y-huaiji author:3y3y3y-huaiji |
style(Order/Heyting): rename inf_himp to inf_himp_self |
Rename `inf_himp` to `inf_himp_self` to align with its dual `sup_sdiff_self` and companion lemma `himp_inf_self`, resolving an in-code TODO. Add a deprecated alias `inf_himp`.
---
> [!NOTE]
> **LLM Disclosure / AI Use**: This PR was prepared with the assistance of an LLM (`LLM-generated`). All proofs and statements have been formally verified by Lean 4 and checked with linters.
|
t-order
LLM-generated
new-contributor
|
5/4 |
Mathlib/Order/Heyting/Basic.lean |
1 |
3 |
['3y3y3y-huaiji', 'github-actions', 'plp127', 'vihdzp'] |
nobody |
0-19566 5 hours ago |
1-71457 1 day ago |
1-71122 1 day |
0 |
| 44853 |
dkaysin author:dkaysin |
feat(Geometry/Group): relate the word metric to the Cayley graph distance |
This PR constructs the Cayley graph (realized as a `SimpleGraph`) for a group `G` with respect to a generating family `P : Group.Generators G ι`, implements the link between walks in the Cayley graph and words, and establishes equivalence of the word metric and the distance on the Cayley graph.
---
Resolves TODO from [#43118](https://github.com/leanprover-community/mathlib4/pull/43118).
Implementation details:
* `SimpleGraph` was chosen vs `Quiver/Schreier` because it has a more comprehensive API at the moment. More context: [Zulip thread](https://leanprover.zulipchat.com/#narrow/channel/287929-mathlib4/topic/Relate.20the.20word.20metric.20to.20the.20distance.20in.20the.20Cayley.20graph/with/631376709).
* To accommodate possible future implementation for `Quiver/Schreier`, I've included "Simple" in the names of definitions and theorems (e.g., `cayleySimpleGraph`).
* Because simple graph has no loops, in several places we have to check that a letter/generator is not trivial.
Use of AI: I used Claude Opus 5.5 to help me with gathering context, designing API and implementation of several proofs.
* I used AI to brainstorm and compare API design ideas based on the context from previous Zulip threads and existing repo code.
* I used AI for suggesting parts of the proofs for `exists_walk_of_word` and `exists_word_of_walk` lemmas.
* I used AI for checking docstrings for consistency.
All AI-generated content was reviewed and edited by me.
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- Nat.bit1_add_bit1
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-->
|
t-geometric-group-theory
new-contributor
|
155/3 |
Mathlib.lean,Mathlib/Geometry/Group/CayleySimpleGraph.lean,Mathlib/Geometry/Group/README.md,Mathlib/Geometry/Group/WordMetric.lean |
4 |
2 |
['github-actions'] |
nobody |
0-15784 4 hours ago |
0-17564 4 hours ago |
0-17229 4 hours |
0 |
| 40953 |
ymonbru author:ymonbru |
feat: the definition of a KSheaf on a T2 Space |
This files adds the definition of a KSheaf on a T2 space with value in an arbitrary category.
One may expect this notion to come from sheaves on a site of compact subset of a topological space but there is no coresponding Grothendieck topology on compact subsets. In particular, this is because one of the axioms is in the form of a colimit and can't be expressed as a limit condition (hence a sheaf condition).
It also adds API that allow to use the axioms in a convenient way.
---
- [x] depends on: #40737
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- Nat.bit1_add_bit1
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|
new-contributor
t-topology
|
137/0 |
Mathlib.lean,Mathlib/Topology/Sheaves/KSheaf.lean |
2 |
26 |
['Multramate', 'github-actions', 'joelriou', 'mathlib-dependent-issues', 'ymonbru'] |
joelriou assignee:joelriou |
0-15552 4 hours ago |
18-58857 18 days ago |
100-9602 100 days |
1 |
| 43577 |
javgomzar author:javgomzar |
chore(Order/BooleanAlgebra): Add push tags |
Add push tags to some lemmas in Mathlib/Order/BooleanAlgebra/Set.lean
---
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- Nat.bit1_add_bit1
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-->
[](https://gitpod.io/from-referrer/)
|
t-order
new-contributor
|
19/4 |
Mathlib/Order/BooleanAlgebra/Set.lean |
1 |
4 |
['github-actions', 'mathlib-merge-conflicts'] |
nobody |
0-15344 4 hours ago |
0-17879 4 hours ago |
35-72599 35 days |
0 |
| 44851 |
LastFirst0 author:LastFirst0 |
fix(GroupTheory/Coxeter/Matrix): coxeterMatrix.D is not of type D |
# fix(GroupTheory/Coxeter/Matrix): `CoxeterMatrix.Dₙ` is not of type D
*Draft pull request for Mathlib (targets T1.4 / T1.10). Prepared against Mathlib commit
`8f9d9cff6bd728b17a24e163c9402775d9e6a365` (the commit pinned by this project). It has **not**
been submitted: before opening it, check that current Mathlib `master` still has the old
definition, then rebase the patch.*
## The bug
```lean
def Dₙ : CoxeterMatrix (Fin n) where
M := Matrix.of fun i j : Fin n ↦
if i = j then 1
else (if i = n - 1 ∧ j = n - 3 ∨ j = n - 1 ∧ i = n - 3 then 3
else (if (j : ℕ) + 1 = i ∨ (i : ℕ) + 1 = j then 3 else 2))
```
The second clause joins **every** pair of consecutive indices, including `n - 2` and `n - 1`. The
first clause also joins `n - 1` to `n - 3`. So for every `n ≥ 3` the nodes `n - 3`, `n - 2` and
`n - 1` are pairwise joined. That triangle cannot occur in a finite Coxeter diagram. For `n = 3` the
matrix is the affine type `Ã₂`, not `A₃`, and for `n ≥ 4` it is not `Dₙ`.
The current definition also disagrees with Mathlib's own `CartanMatrix.D n`
(`Mathlib/Data/Matrix/Cartan.lean`). In that matrix the entry at `(n - 2, n - 1)` is `0`.
Lean checks (in this repository, `QBX/Formal/Streams/CoxeterDFix.lean`, standard axioms only):
* `mathlib_Dₙ_has_triangle (k : ℕ)`: in `CoxeterMatrix.Dₙ (k + 3)` the entries at `(k, k+1)`,
`(k+1, k+2)` and `(k, k+2)` all equal `3`;
* `mathlib_Dₙ_ne_cartan (k : ℕ)`: `CoxeterMatrix.Dₙ (k+3)` has `3` at `(k+1, k+2)`, but
`CartanMatrix.D (k+3)` has `0` there.
## The fix
The fix uses the labelling of `CartanMatrix.D`: a chain `0 — ⋯ — (n - 3)`, with `n - 2` and
`n - 1` both joined to `n - 3`. The "consecutive" clause is limited to indices `≤ n - 3`. The fork
clause is stated on natural numbers, so it never relies on truncated subtraction for small `n`. The
`isSymm` and `off_diagonal` proofs change from `aesop` to `split_ifs; omega`, because `aesop` does
not close the new symmetry goal. The diagram in the docstring is redrawn to match the labelling.
See `Matrix.lean.patch`.
The patched `Mathlib/GroupTheory/Coxeter/Matrix.lean` compiles stand-alone at the pinned commit. No
other Mathlib file uses the entries of `CoxeterMatrix.Dₙ`: a search of the pinned tree finds it
only in this file and its module docstring.
## Evidence that the new definition is right
These are proved in `QBX/Formal/Streams/CoxeterDFix.lean` for a copy `DₙFixed` of the new
definition, **for every `n`**:
* `DₙFixed_eq_three_iff_cartan`, `DₙFixed_eq_two_iff_cartan`: for `i ≠ j`, the entry
`DₙFixed n i j` is `3` exactly when `CartanMatrix.D n i j = -1`, and `2` exactly when the Cartan
entry is `0`. So the Coxeter matrix is the one read off Mathlib's Cartan matrix of type D.
* `DₙFixed_eq_coxDn`: `DₙFixed n` equals the project's independently written `coxDn n`. The
project's results for `Dₙ` and every `n` are proved for `coxDn n`. These include `cʰ = Δ²`, that
`Δ` is central iff `n` is even, and that every generator divides `Δ` (`ArtinDn.lean`,
`ArtinDnTwist.lean`, `ArtinDivisors.lean`). By this equation they hold for `DₙFixed n`.
* Regression examples: `DₙFixed 4 = coxD4` (centre `1`). For `DₙFixed 5`, the entries at
`(2,3)` and `(2,4)` are `3`, and the entry at `(3,4)` is `2`, so there is no triangle.
## Suggested test (for `MathlibTest/`)
```lean
import Mathlib.GroupTheory.Coxeter.Matrix
open CoxeterMatrix
-- D₄: centre 1, leaves 0, 2, 3
example : Dₙ 4 1 2 = 3 ∧ Dₙ 4 1 3 = 3 ∧ Dₙ 4 2 3 = 2 ∧ Dₙ 4 0 1 = 3 := by decide
-- D₅: no triangle on 2, 3, 4
example : Dₙ 5 2 3 = 3 ∧ Dₙ 5 2 4 = 3 ∧ Dₙ 5 3 4 = 2 := by decide
-- D₃ = A₃
example : Dₙ 3 0 1 = 3 ∧ Dₙ 3 0 2 = 3 ∧ Dₙ 3 1 2 = 2 := by decide
```
|
t-group-theory
new-contributor
LLM-generated
|
51/9 |
Mathlib/GroupTheory/Coxeter/Matrix.lean,MathlibTest/CoxeterMatrixD.lean |
2 |
3 |
['github-actions'] |
nobody |
0-14063 3 hours ago |
0-43610 12 hours ago |
0-43408 12 hours |
0 |
| 44776 |
keithadler author:keithadler |
chore: use `Type*` in a few more places |
`Representation.norm_ofMulDistribMulAction_eq`, `Matrix.dualNumberEquiv` and `ValuativeRel.trivialRel` (with the lemmas about it) were stated for `Type`, although the definitions they use work in any universe. This uses `Type*`.
---
#44466 (an experiment) edits the `variable` line in `DualNumber.lean` as well.
Found with [lean-linter](https://github.com/keithadler/lean-linter). Prepared with AI assistance (Claude); I checked the change and the build.
🤖 Generated with [Claude Code](https://claude.com/claude-code)
|
t-ring-theory
LLM-generated
new-contributor
|
2/2 |
Mathlib/RingTheory/Valuation/ValuativeRel/Trivial.lean |
1 |
9 |
['JX-Mo', 'Whysoserioushah', 'github-actions', 'grunweg', 'keithadler', 'mathlib-splicebot'] |
nobody |
0-3982 1 hour ago |
2-76945 2 days ago |
2-76610 2 days |
0 |
| 44757 |
mycaule author:mycaule |
feat(LinearAlgebra/Matrix/CauchyBinet): the Cauchy–Binet formula |
New file `Mathlib/LinearAlgebra/Matrix/CauchyBinet.lean`, for `A : Matrix l ι R`, `B : Matrix ι o R` over a commutative ring, with `ι` finite and linearly ordered:
`Matrix.det_submatrix_mul`: `det ((A * B).submatrix I K) = ∑ s : powersetCard ι n, det (A.submatrix I s) * det (B.submatrix s K)` for `I : Fin n → l`, `K : Fin n → o`, each `s` enumerated in increasing order (`powersetCard.ofFinEmbEquiv.symm s`)
`Matrix.det_mul_eq_sum_powersetCard`: the square case, `det (A * B) = ∑ s, det (A.submatrix id s) * det (B.submatrix s id)` for `A : Matrix (Fin n) ι R`, `B : Matrix ι (Fin n) R`
Mathlib has `det_mul` for square matrices but no Cauchy–Binet formula. #40473 and #44209 (both closed) proved it by direct computation with permutations, and the review of #40473 pointed to the exterior powers instead. This PR follows that route. The minors of `B` on columns `K` are the coordinates of `ιMulti R n (columns of B)` in `Module.Basis.exteriorPower` (`exteriorPower.ιMultiDual_apply_ιMulti`). Expanding in that basis (`Basis.sum_repr`) and applying the map `⋀[R]^n (ι → R) →ₗ[R] R` induced by `detRowAlternating` composed with `A.submatrix I id` (`alternatingMapLinearEquiv`) gives the formula, with no computation on permutations.
An earlier version of this PR only had two `2 × 2` identities proved by direct computation; they are replaced by the general statement.
Questions for reviewers: the names; whether the sum should be over `Fin n ↪o ι` instead of `powersetCard ι n`; whether the file belongs in `LinearAlgebra/ExteriorPower/` rather than `LinearAlgebra/Matrix/`.
AI disclosure: the Lean proof was written by an AI model (Claude, Anthropic) under my direction. I have read and checked it and will handle the review.
|
t-algebra
new-contributor
LLM-generated
label:t-algebra$ |
77/0 |
Mathlib.lean,Mathlib/LinearAlgebra/Matrix/CauchyBinet.lean |
2 |
4 |
['github-actions', 'mycaule', 'themathqueen'] |
nobody |
0-2135 35 minutes ago |
3-7007 3 days ago |
3-13420 3 days |
0 |
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