Zulip Chat Archive
Stream: mathlib4
Topic: Create typeclass goals with apply?
Joël Riou (Feb 23 2023 at 19:39):
In mathlib, in order to prove epi g
, one could use apply category_theory.epi_of_epi f g
, which would create the goal epi (f ≫ g)
if this class could not be infered automatically. Is there a way to do the same in mathlib4? (Apart from refine @epi_of_epi _ _ _ _ _ f g ?_
.)
Adam Topaz (Feb 23 2023 at 19:51):
mathlib3 also had apply_with ... { instances := ff }
. I suppose we have something similar in mathlib4?
Adam Topaz (Feb 23 2023 at 19:53):
Adam Topaz (Feb 23 2023 at 19:55):
So I think(hope) that apply (config := { synthAssignedInstances := false }) epi_of_epi f g
should work?
Joël Riou (Feb 23 2023 at 20:04):
I had just tried this, but it does not seem to work on https://github.com/leanprover-community/mathlib4/pull/2467/files#diff-8fa3d373d90b7fa7d6c162fd2cd095aa9f8b9d8317ccd32b5d3e20e18d361196R105
Adam Topaz (Feb 23 2023 at 20:11):
hmmm... that's not great.
Adam Topaz (Feb 23 2023 at 20:13):
refine
probably won't scale for this application. I don't know of any other tricks through.
Reid Barton (Feb 24 2023 at 18:58):
A "trick" that works well in this and similar situations is to use regular definitions rather than classes.
Last updated: Dec 20 2023 at 11:08 UTC