[Merged by Bors] - chore: don't use TopologicalGroup.toUniformSpace in tendstoUniformly_iff#19098
[Merged by Bors] - chore: don't use TopologicalGroup.toUniformSpace in tendstoUniformly_iff#19098
TopologicalGroup.toUniformSpace in tendstoUniformly_iff#19098Conversation
PR summary 12438efb1aImport changes for modified filesNo significant changes to the import graph Import changes for all files
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Let me just note (maybe it would be nice to add this to the commit message) that this is strictly speaking removing some mathematical content, because The reason I won't ask to keep the current version though is that we already have to redo a lot of more crucial things once we do this properly (by having bors d+ |
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✌️ j-loreaux can now approve this pull request. To approve and merge a pull request, simply reply with |
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@ADedecker I've opted for a middle ground where we don't lose any mathematical content, but instead the fact that the uniform space is equal to the one induced by the topological group structure is passed as an argument. This allows the caller to supply |
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bors merge |
…ly_iff` (#19098) This changes `TopologicalGroup.tendstoUniformly_iff` so that it takes a `UniformSpace` instance instead of only a `TopologicalGroup` instance, along with a proof that the uniform space is the one induced by the topological group structure. The previous version would have been hard to use in case you had, for example, a normed commutative group, as the uniform space structure inferred would not match (defeq) the one given in this theorem, which was previously `TopologicalSpace.toUniformSpace`.
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Pull request successfully merged into master. Build succeeded: |
TopologicalGroup.toUniformSpace in tendstoUniformly_iffTopologicalGroup.toUniformSpace in tendstoUniformly_iff
…ly_iff` (#19098) This changes `TopologicalGroup.tendstoUniformly_iff` so that it takes a `UniformSpace` instance instead of only a `TopologicalGroup` instance, along with a proof that the uniform space is the one induced by the topological group structure. The previous version would have been hard to use in case you had, for example, a normed commutative group, as the uniform space structure inferred would not match (defeq) the one given in this theorem, which was previously `TopologicalSpace.toUniformSpace`.
This changes
TopologicalGroup.tendstoUniformly_iffso that it takes aUniformSpaceinstance instead of only aTopologicalGroupinstance, along with a proof that the uniform space is the one induced by the topological group structure. The previous version would have been hard to use in case you had, for example, a normed commutative group, as the uniform space structure inferred would not match (defeq) the one given in this theorem, which was previouslyTopologicalSpace.toUniformSpace.