Braided autoequivalences and the equivariant Brauer group of a quasitriangular Hopf algebra
Author:
Publisher
Elsevier BV
Subject
Algebra and Number Theory
Reference19 articles.
1. On module categories over finite-dimensional Hopf algebras;Andruskiewitsch;J. Algebra,2007
2. The Brauer group of Yetter–Drinfel'd module algebras;Caenepeel;Trans. Amer. Math. Soc.,1997
3. The Picard crossed module of a braided tensor category;Davydov;Algebra Number Theory,2013
4. Catégories tannakiennes;Deligne,1990
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1. Coring Categories and Villamayor–Zelinsky Sequence for Symmetric Finite Tensor Categories;Applied Categorical Structures;2021-03-18
2. Villamayor–Zelinsky Sequence for Symmetric Finite Tensor Categories;Applied Categorical Structures;2017-05-08
3. The group of braided autoequivalences of the category of comodules over a coquasi-triangular Hopf algebra;Journal of Geometry and Physics;2017-04
4. On the Drinfeld Center of the Category of Comodules over a Co-quasitriangular Hopf Algebra;Taiwanese Journal of Mathematics;2016-03-01
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