Zulip Chat Archive
Stream: general
Topic: removing decidability instances from polynomials
Scott Morrison (Jul 22 2019 at 01:34):
Hi @Johan Commelin, I noticed you've been doing some work recently on power series, so thought I'd ask you about this --- shall we make polynomials completely classical, and remove all the decidability instances?
I made a start on doing this, but it was quickly bit-rotting with all your changes. I think I've managed to merge back to master, at https://github.com/leanprover-community/mathlib/compare/decidable_eq
Scott Morrison (Jul 22 2019 at 01:34):
It's not quite done yet --- there are still problems in mv_polynomial
.
Scott Morrison (Jul 22 2019 at 01:34):
Any chance you could take a look at it, and see if it's worth proceeding?
Johan Commelin (Jul 22 2019 at 01:43):
I think Mario said this was a good idea. I don't have a strong opinion. Will take a look now.
Mario Carneiro (Jul 22 2019 at 01:43):
What I can see looks good
Johan Commelin (Jul 22 2019 at 01:44):
Yep, it certainly didn't become less readable :stuck_out_tongue_wink:
Johan Commelin (Jul 22 2019 at 01:44):
If it also speeds up things, I would rather have this merged sooner than later.
Johan Commelin (Jul 22 2019 at 01:45):
Now I need to go back to bed. See you guys later today.
Scott Morrison (Jul 22 2019 at 01:45):
I think there is still one broken file. I'm building now to try to find it.
Scott Morrison (Jul 22 2019 at 01:59):
(deleted)
Scott Morrison (Jul 22 2019 at 02:00):
(deleted)
Scott Morrison (Jul 22 2019 at 02:05):
I'm getting strange errors like
synthesized type class instance is not definitionally equal to expression inferred by typing rules, synthesized finset.has_union inferred finset.has_union
Scott Morrison (Jul 22 2019 at 02:05):
which expands with pp.all
to
synthesized type class instance is not definitionally equal to expression inferred by typing rules, synthesized @finset.has_union.{0} nat (λ (a b : nat), nat.decidable_eq a b) inferred @finset.has_union.{0} nat (λ (a b : nat), classical.prop_decidable (@eq.{1} nat a b))
Scott Morrison (Jul 22 2019 at 02:06):
But I don't know how to diagnose where nat.decidable_eq
instances are creeping in.
Mario Carneiro (Jul 22 2019 at 02:13):
I think convert
will fix those issues
Last updated: Dec 20 2023 at 11:08 UTC