[Merged by Bors] - feat: if s is bounded by a and has size below cof a then sSup s < a#37015
[Merged by Bors] - feat: if s is bounded by a and has size below cof a then sSup s < a#37015vihdzp wants to merge 23 commits intoleanprover-community:masterfrom
s is bounded by a and has size below cof a then sSup s < a#37015Conversation
PR summary 8a12e93279Import changes for modified filesNo significant changes to the import graph Import changes for all files
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YaelDillies
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You use .ord.cof a lot. Does this mean we should have Cardinal.cof, eg as an abbrev for Ordinal.cof \comp Cardinal.ord? Is cofinality of a cardinal an informal concept?
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One does in fact often talk about the cofinality of a cardinal (remember that set theorists like to conflate ordinals and cardinals). We could define |
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I was thinking it could be an |
I think that would cause confusion. e.g. imagine searching the lemma
Will do! Doing this also resolves the name clashes between the ordinal and cardinal lemmas. |
YaelDillies
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Thanks! 🚀
maintainer merge
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🚀 Pull request has been placed on the maintainer queue by YaelDillies. |
FWIW, I view the cofinality of a cardinal as an important informal concept, and so IMO we should use |
…s < a` (#37015) Some of these lemmas existed already as lemmas on `lsub`, but the new versions have more general universes. A follow-up PR will deprecate many of the `lsub` lemmas.
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Pull request successfully merged into master. Build succeeded: |
s is bounded by a and has size below cof a then sSup s < as is bounded by a and has size below cof a then sSup s < a
…s < a` (leanprover-community#37015) Some of these lemmas existed already as lemmas on `lsub`, but the new versions have more general universes. A follow-up PR will deprecate many of the `lsub` lemmas.
Some of these lemmas existed already as lemmas on
lsub, but the new versions have more general universes. A follow-up PR will deprecate many of thelsublemmas.