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[Merged by Bors] - feat(logic/is_empty): Add is_empty typeclass #7606
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…equiv that stopped tc inference from firing. Have a linter for this?
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Build has passed, this can be reviewed while I make the linter happy. |
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Very nice, thank you. No comments. :-) bors merge |
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* Refactor some equivalences that use `empty` or `pempty`. * Replace `α → false` with `is_empty α` in various places (but not everywhere, we can do that in follow-up PRs). * `infinite` is now defined as `is_empty (fintype α)`. The old `not_fintype` is renamed to `fintype.false` (to allow projection notation), and there are two useful variants `infinite.false` and `not_fintype` added with different arguments explicit. * add instance `unique true`. * Changed the type of `fin_one_equiv` from `fin 1 ≃ punit` to `fin 1 ≃ unit` (it was used only once, where the former formulation required giving an explicit universe level). * renamings: `equiv.subsingleton_iff` -> `equiv.subsingleton_congr` `finprod_of_empty` -> `finprod_of_is_empty`
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* Refactor some equivalences that use `empty` or `pempty`. * Replace `α → false` with `is_empty α` in various places (but not everywhere, we can do that in follow-up PRs). * `infinite` is proven equivalent to `is_empty (fintype α)`. The old `not_fintype` is renamed to `fintype.false` (to allow projection notation), and there are two useful variants `infinite.false` and `not_fintype` added with different arguments explicit. * add instance `unique true`. * Changed the type of `fin_one_equiv` from `fin 1 ≃ punit` to `fin 1 ≃ unit` (it was used only once, where the former formulation required giving an explicit universe level). * renamings: `equiv.subsingleton_iff` -> `equiv.subsingleton_congr` `finprod_of_empty` -> `finprod_of_is_empty`
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feat(logic/is_empty): Add is_empty typeclass
[Merged by Bors] - feat(logic/is_empty): Add is_empty typeclass
May 18, 2021
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* Refactor some equivalences that use `empty` or `pempty`. * Replace `α → false` with `is_empty α` in various places (but not everywhere, we can do that in follow-up PRs). * `infinite` is proven equivalent to `is_empty (fintype α)`. The old `not_fintype` is renamed to `fintype.false` (to allow projection notation), and there are two useful variants `infinite.false` and `not_fintype` added with different arguments explicit. * add instance `unique true`. * Changed the type of `fin_one_equiv` from `fin 1 ≃ punit` to `fin 1 ≃ unit` (it was used only once, where the former formulation required giving an explicit universe level). * renamings: `equiv.subsingleton_iff` -> `equiv.subsingleton_congr` `finprod_of_empty` -> `finprod_of_is_empty`
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empty
orpempty
.α → false
withis_empty α
in various places (but not everywhere, we can do that in follow-up PRs).infinite
is proven equivalent tois_empty (fintype α)
. The oldnot_fintype
is renamed tofintype.false
(to allow projection notation), and there are two useful variantsinfinite.false
andnot_fintype
added with different arguments explicit.unique true
.fin_one_equiv
fromfin 1 ≃ punit
tofin 1 ≃ unit
(it was used only once, where the former formulation required giving an explicit universe level).equiv.subsingleton_iff
->equiv.subsingleton_congr
finprod_of_empty
->finprod_of_is_empty