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                        feat(algebra/category/Module/change_of_rings): extension of scalars
Given a ring homomorphism $f : R \to S$ between commutative rings, the extension of scalars functor from $R$-module to $S$-module. In #15564 it will proven that extension of scalars $\dashv$ restriction of scalars
- [x] depends on: #15672
Is there a reason why doc#tensor_product.left_module is not used?
Is there a reason why doc#tensor_product.left_module is not used?
Maybe I am missing something, but to use tensor_product.left_module, M needs to be an S-module where it is an R-module?
I meant that we should be able to get an S-action on S ⊗[R] M for free.
Sorry for the late reply -- I saw your last comment before the edit and there isn't a GitHub notification for comment edits.
This PR/issue depends on:
- ~~leanprover-community/mathlib#15672~~ By Dependent Issues (🤖). Happy coding!
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