lean4-htt/tests/lean/run/etaStructProofIrrelIssue.lean
Kyle Miller 7602265923
feat: make @[ext] derive ext_iff theorems from user ext theorems (#4543)
This PR refactors the 'ext' attribute and implements the following
features:
- The 'local' and 'scoped' attribute kinds are now usable.
- The attribute realizes the `ext`/`ext_iff` lemmas when they do not
already exist, rather than always generating them. This is useful in
conjunction with `@[local ext]`.
- Adding `@[ext]` to a user ext lemma now realizes an `ext_iff` lemma as
well; formerly this was only for structures. The name of the generated
`ext_iff` theorem for a user `ext` theorem named `A.B.myext` is
`A.B.myext_iff`. If this process leads to an error, the user can write
`@[ext (iff := false)]` to disable this feature.

Breaking changes:
- Now the "x" and "y" term arguments to the realized `ext` and `ext_iff`
lemmas are implicit.
- Now the realized `ext` and `ext_iff` lemmas are protected.

Bootstrapping notes:
- There are a few `ext_iff` lemmas to address after the next stage0
update.

Closes https://github.com/leanprover/lean4/issues/3643

Suggested by Floris [on
Zulip](https://leanprover.zulipchat.com/#narrow/stream/113488-general/topic/.22Missing.20Tactics.22.20list/near/446267660).
2024-07-08 19:37:56 +00:00

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Text

example (h : m = n) : (Fin.mk m h₁ : Fin k) = Fin.mk n h₂ := by
apply (Fin.ext_iff ..).2
exact h
example (h : m = n) : (Fin.mk m h₁ : Fin k) = Fin.mk n h₂ := by
simp
exact h