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Recognising categories of enriched categories

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#enriched-category-theory
87
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decomposition of hom-functors in a self-enriched category

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#abstract-algebra #category-theory #monoidal-categories #enriched-category-theory #hom-functor
227
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A group that is also a category

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#group-theory #category-theory #enriched-category-theory
259
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Definition of simplicially enriched category

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#category-theory #homotopy-theory #monoidal-categories #model-categories #enriched-category-theory
222
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Underlying functor of tensor product in a closed and symmetric monoidal category.

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#category-theory #monoidal-categories #enriched-category-theory
1k
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Yoneda lemma for enriched categories

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#category-theory #enriched-category-theory
88
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What is the hom space in over category of simplicial sets?

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#homotopy-theory #simplicial-stuff #higher-category-theory #enriched-category-theory
293
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Internal hom: products and coproducts

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#category-theory #limits-colimits #enriched-category-theory
249
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How does this statement reduces to the Yoneda lemma?

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#category-theory #simplicial-stuff #yoneda-lemma #enriched-category-theory
359
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(co)Limits in $\infty$-categories.

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#category-theory #homotopy-theory #higher-category-theory #enriched-category-theory
137
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Enriched yoneda lemma proof

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#category-theory #homotopy-theory #enriched-category-theory
98
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Cocomplete $R$-linear categories are tensored : adjoint functor theorem?

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#category-theory #abelian-categories #limits-colimits #adjoint-functors #enriched-category-theory
64
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Semantic doubt about enrichment of categories and what it means to have 'group structure'

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#category-theory #additive-categories #enriched-category-theory
293
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Does this condition imply isomorphism?

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#linear-algebra #enriched-category-theory
99
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Complex group representations as an enriched category?

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#group-theory #representation-theory #enriched-category-theory #equivariant-maps

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