feat(category_theory/monoidal): define a monoidal structure on the tensor product functor of a braided monoidal category #13034
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…nsor product functor of a braided monoidal category (#13150) Given a braided monoidal category `C`, equip its tensor product functor, viewed as a functor from `C × C` to `C` with a strength that turns it into a monoidal functor. See #13033 for a discussion of the motivation of this definition. (This PR replaces #13034 which was accidentally closed.) Co-authored-by: Scott Morrison <scott.morrison@gmail.com> Co-authored-by: Scott Morrison <scott@tqft.net> Co-authored-by: yuma-mizuno <mizuno.y.aj@gmail.com>
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Given a braided monoidal category
C, equip its tensor product functor, viewed as a functor fromC × CtoCwith a strength that turns it into a monoidal functor.See #13033 for a discussion of the motivation of this definition.