DOIAbstract
AbstractWe suggest a twisted version of the categorical McKay correspondence and prove several results related to it
AbstractWe suggest a twisted version of the categorical McKay correspondence and prove several results related to it
AbstractIn this paper we solve a previously formulated conjecture (B. Torrecillas, F. Van Oystaeyen,...
AbstractWe prove two conjectures from Cautis and Logvinenko (2009) [CL09] which describe the geometr...
AbstractWe introduce the notion of a monomial resolution of a module over a group algebra, a constru...
Communicated by Michael J. Hopkins We suggest a twisted version of the categorical McKay corresponde...
AbstractWe suggest a twisted version of the categorical McKay correspondence and prove several resul...
We give an introduction to the McKay correspondence and its connection to quotients of Cn by finite ...
This book is devoted to arithmetic geometry with special attention given to the unramified Brauer gr...
AbstractThere are similarities between algebraic Lie theory and a geometric description of the block...
The Brauer group of a cocommutative coalgebra C, denoted by Br(C), was constructed in [15] by taking...
This monograph provides a systematic treatment of the Brauer group of schemes, from the foundational...
The classical McKay correspondence relates representations of a nite subgroup G SL(2;C) to the coho...
AbstractClifford theory provides well behaved character correspondences between different groups whi...
AbstractA geometric Brauer pair is a pair (X,α) where X is a smooth quasi-projective variety over an...
A categorical group is a monoidal groupoid in which each object has a tensorial inverse. Two main ex...
Résumé. Les groupes de Brauer et de Brauer-Taylor d’une catégorie monöıdale symétrique C sont d...
AbstractIn this paper we solve a previously formulated conjecture (B. Torrecillas, F. Van Oystaeyen,...
AbstractWe prove two conjectures from Cautis and Logvinenko (2009) [CL09] which describe the geometr...
AbstractWe introduce the notion of a monomial resolution of a module over a group algebra, a constru...
Communicated by Michael J. Hopkins We suggest a twisted version of the categorical McKay corresponde...
AbstractWe suggest a twisted version of the categorical McKay correspondence and prove several resul...
We give an introduction to the McKay correspondence and its connection to quotients of Cn by finite ...
This book is devoted to arithmetic geometry with special attention given to the unramified Brauer gr...
AbstractThere are similarities between algebraic Lie theory and a geometric description of the block...
The Brauer group of a cocommutative coalgebra C, denoted by Br(C), was constructed in [15] by taking...
This monograph provides a systematic treatment of the Brauer group of schemes, from the foundational...
The classical McKay correspondence relates representations of a nite subgroup G SL(2;C) to the coho...
AbstractClifford theory provides well behaved character correspondences between different groups whi...
AbstractA geometric Brauer pair is a pair (X,α) where X is a smooth quasi-projective variety over an...
A categorical group is a monoidal groupoid in which each object has a tensorial inverse. Two main ex...
Résumé. Les groupes de Brauer et de Brauer-Taylor d’une catégorie monöıdale symétrique C sont d...
AbstractIn this paper we solve a previously formulated conjecture (B. Torrecillas, F. Van Oystaeyen,...
AbstractWe prove two conjectures from Cautis and Logvinenko (2009) [CL09] which describe the geometr...
AbstractWe introduce the notion of a monomial resolution of a module over a group algebra, a constru...
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