Zulip Chat Archive
Stream: mathlib4
Topic: issue with `AddGroup R` instance
Tomas Skrivan (May 16 2024 at 14:28):
There are two ways how to synthesize AddGroup G
that are not defeq under reducible transparency. It is causing me issues when using simplifier.
import Mathlib
example {R} [NormedAddCommGroup R] :
(NormedAddGroup.toAddGroup : AddGroup R)
=
(AddCommGroup.toAddGroup : AddGroup R) := by with_reducible rfl
The proof works with plain rfl
but not with with_reducible rfl
, is this expected behavior or not?
Matthew Ballard (May 16 2024 at 14:33):
Uh oh
Matthew Ballard (May 16 2024 at 14:33):
What is the blocker?
Tomas Skrivan (May 16 2024 at 14:34):
I didn't investigate yet
Matthew Ballard (May 16 2024 at 14:43):
This is intentional by with_reducible_and_instances rfl
works
Tomas Skrivan (May 16 2024 at 14:45):
Ohh I'm stupid :man_facepalming: hmm then I do not understand why the (← withReducibleAndInstances <| isDefEq x val)
check in simplifier fails on this. I have to investigate more.
Matthew Ballard (May 16 2024 at 14:46):
FWIW, I think it's easy to forget that instance projections are not reducible
Last updated: May 02 2025 at 03:31 UTC