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added an Idea-section to coherence theorem for monoidal categories just with the evident link-backs and only such as to provide a minimum of an opening of the entry
I wrote a bit more at coherence theorem for monoidal categories, mentioning some of the different things that it refers to, and put similar stubs at coherence theorem for symmetric monoidal categories and coherence theorem for braided monoidal categories.
Item 6 reads: The forgetful 2-functor StrMonCat→MonCat has a strict left adjoint and the components of the unit are equivalences in MonCat.
What exactly is StrMonCat here? Are its morphisms strict, strong, or lax monoidal functors?
strict.
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