[Merged by Bors] - feat(CategoryTheory/Monoidal/Action): monoidal right actions#25840
[Merged by Bors] - feat(CategoryTheory/Monoidal/Action): monoidal right actions#25840robin-carlier wants to merge 37 commits intoleanprover-community:masterfrom
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PR summary ffbf9db0c1Import changes for modified filesNo significant changes to the import graph Import changes for all files
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Co-authored-by: Joël Riou <37772949+joelriou@users.noreply.github.com>
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Thanks! bors merge |
We introduce the notion of a right action of a monoidal category `C` on a category `D`. This notion is formally conjugate to that of a left action introduced in #25761, and so are every results in this PR. Please refer to #25761 for a more detailed overview of the notion. The notion comes with its set of notations. We show basic simp lemmas for these objects, and we show that any monoidal category acts on the right on itself.
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Build failed: |
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bors cancel You may have to merge again with master, because there are errors due to a new whitespace linter. |
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I’ve fixed the whitespaces and merged master just in case. |
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Thanks! bors merge |
We introduce the notion of a right action of a monoidal category `C` on a category `D`. This notion is formally conjugate to that of a left action introduced in #25761, and so are every results in this PR. Please refer to #25761 for a more detailed overview of the notion. The notion comes with its set of notations. We show basic simp lemmas for these objects, and we show that any monoidal category acts on the right on itself.
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Pull request successfully merged into master. Build succeeded: |
…ver-community#25840) We introduce the notion of a right action of a monoidal category `C` on a category `D`. This notion is formally conjugate to that of a left action introduced in leanprover-community#25761, and so are every results in this PR. Please refer to leanprover-community#25761 for a more detailed overview of the notion. The notion comes with its set of notations. We show basic simp lemmas for these objects, and we show that any monoidal category acts on the right on itself.
…ver-community#25840) We introduce the notion of a right action of a monoidal category `C` on a category `D`. This notion is formally conjugate to that of a left action introduced in leanprover-community#25761, and so are every results in this PR. Please refer to leanprover-community#25761 for a more detailed overview of the notion. The notion comes with its set of notations. We show basic simp lemmas for these objects, and we show that any monoidal category acts on the right on itself.
…ver-community#25840) We introduce the notion of a right action of a monoidal category `C` on a category `D`. This notion is formally conjugate to that of a left action introduced in leanprover-community#25761, and so are every results in this PR. Please refer to leanprover-community#25761 for a more detailed overview of the notion. The notion comes with its set of notations. We show basic simp lemmas for these objects, and we show that any monoidal category acts on the right on itself.
We introduce the notion of a right action of a monoidal category
Con a categoryD. This notion is formally conjugate to that of a left action introduced in #25761, and so are every results in this PR. Please refer to #25761 for a more detailed overview of the notion. The notion comes with its set of notations.We show basic simp lemmas for these objects, and we show that any monoidal category acts on the right on itself.