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14
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State-sum construction of the Drinfeld center of a fusion 2-category

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#category-theory #higher-category-theory #topological-quantum-field-theory #fusion-categories #morita-equivalence
57
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Condition for an equivalence of functor categories

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#category-theory #topos-theory #enriched-category-theory #equivalence-of-categories #morita-equivalence
81
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Is the nilpotent exponent of the Jacobson radical of algebra a Morita equivalent invariant？

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#ring-theory #representation-theory #morita-equivalence
26
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Isomorphisms of the tensor product of $\mathcal{A}^N$

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#abstract-algebra #tensor-products #vector-space-isomorphism #morita-equivalence
113
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Why is the bicategory viewpoint useful?

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#ring-theory #category-theory #bicategories #morita-equivalence
156
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Is it true that any algebra is Morita equivalent to oposite?

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#abstract-algebra #noncommutative-algebra #morita-equivalence
69
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Morita theory for presheaf (functor) categories

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#category-theory #morita-equivalence
17
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Asking for references on commutation and morita equivalence

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#abstract-algebra #morita-equivalence
57
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Morita equivalent about group algebra and representation ring

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#group-theory #modules #representation-theory #morita-equivalence
32
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Rigidity of finitely generated projective modules

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#modules #projective-module #morita-equivalence
26
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Let $R$ be a ring $P$ a projective generator of right $R$-modules. If $M$ is a left $A$-module, then $M \cong \text{Hom}_R(P, P \otimes_R M)$

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#modules #tensor-products #projective-module #morita-equivalence
314
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Are the quaternions Morita equivalent to the real numbers?

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#ring-theory #category-theory #modules #morita-equivalence
82
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Is it true that functors which are surjective on objects are obviously essentially surjective?

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#category-theory #functors #natural-transformations #morita-equivalence
121
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Reference request: Lindner's thesis on Morita equivalence

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#reference-request #category-theory #enriched-category-theory #morita-equivalence

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