Add to ORKGWe investigate the representation theory and fusion rules of a class of cocentral abelian (quasi-)Hopf extensions of Hopf algebras which includes twisted (generalized) quantum doubles of finite groups, and a certain quasi-Hopf algebra of Schauenburg associated to group-theoretical fusion categories. We then present a nontrivial example with noncommutative fusion rules
In this thesis we exhibit an explicit non-trivial example of the twisted fusion algebra for a partic...
AbstractWe show that a semisimple Hopf algebra A is group theoretical if and only if its Drinfeld do...
Given a Hopf algebra H, we study modules and bimodules over an algebra A that carry an H-action, as ...
We investigate the representation theory and fusion rules of a class of cocentral abelian (quasi-)Ho...
We investigate the representation theory and fusion rules of a class of cocentral abelian (quasi-)Ho...
Given a pair of finite groups F,G and a normalized 3-cocycle ω of G, where F acts on G as automorphi...
Let Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N, there ...
AbstractLet Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N...
AbstractWe consider a class of quasiHopf algebras which we call generalized twisted quantum doubles....
We consider a class of quasiHopf algebras which we call generalized twisted quantum doubles. They ar...
summary:We recall the notion of Hopf quasigroups introduced previously by the authors. We construct ...
summary:We recall the notion of Hopf quasigroups introduced previously by the authors. We construct ...
We present new Hopf algebras with the dual Chevalley property by determining all semisimple Hopf alg...
We exhibit an isomorphism between the fusion algebra of the quantum double of an extraspecial p-grou...
AbstractIn this paper we study the properties of Drinfeld's twisting for finite-dimensional Hopf alg...
In this thesis we exhibit an explicit non-trivial example of the twisted fusion algebra for a partic...
AbstractWe show that a semisimple Hopf algebra A is group theoretical if and only if its Drinfeld do...
Given a Hopf algebra H, we study modules and bimodules over an algebra A that carry an H-action, as ...
We investigate the representation theory and fusion rules of a class of cocentral abelian (quasi-)Ho...
We investigate the representation theory and fusion rules of a class of cocentral abelian (quasi-)Ho...
Given a pair of finite groups F,G and a normalized 3-cocycle ω of G, where F acts on G as automorphi...
Let Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N, there ...
AbstractLet Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N...
AbstractWe consider a class of quasiHopf algebras which we call generalized twisted quantum doubles....
We consider a class of quasiHopf algebras which we call generalized twisted quantum doubles. They ar...
summary:We recall the notion of Hopf quasigroups introduced previously by the authors. We construct ...
summary:We recall the notion of Hopf quasigroups introduced previously by the authors. We construct ...
We present new Hopf algebras with the dual Chevalley property by determining all semisimple Hopf alg...
We exhibit an isomorphism between the fusion algebra of the quantum double of an extraspecial p-grou...
AbstractIn this paper we study the properties of Drinfeld's twisting for finite-dimensional Hopf alg...
In this thesis we exhibit an explicit non-trivial example of the twisted fusion algebra for a partic...
AbstractWe show that a semisimple Hopf algebra A is group theoretical if and only if its Drinfeld do...
Given a Hopf algebra H, we study modules and bimodules over an algebra A that carry an H-action, as ...