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Tagged with enriched-category-theory adjoint-functors
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Do adjoints of enriched functors preserve the enriched structure?
Is there is any reason in general for adjoints of enriched functors to preserve the enriched structure of categories?
The specific example I'm thinking of is the following:
Fix a commutative ring $R$...
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Question about Enriched Categories and Functors
How would one describe the process of enriching a category C over some monoidal category D? Is there some functor between them that adds structure to the hom-sets?