AbstractAndruskiewitsch and Schneider classify a large class of pointed Hopf algebras with abelian coradical. The Drinfeld double of each such Hopf algebra is investigated. The Drinfeld doubles of a family of Hopf algebras from the above classification are ribbon Hopf algebras
AbstractThe modularity of a ribbon Hopf algebra is characterized by the Drinfeld map. An elementary ...
summary:Let ${\cal A}$ be a finitary hereditary abelian category. We give a Hall algebra presentatio...
This self-contained book dedicated to Drinfeld's quasi-Hopf algebras takes the reader from the basic...
AbstractAndruskiewitsch and Schneider classify a large class of pointed Hopf algebras with abelian c...
In 1971, Taft constructed an n2-dimensional Hopf algebraAn(q), which is non-semisimple. Before quant...
We describe all finite-dimensional pointed Hopf algebras whose infinitesimal braiding is a fixed Yet...
This thesis contains four related papers which study different aspects of double constructions for b...
Abstract. In this paper, the Drinfeld center of a monoidal category is generalized to a class of mix...
We give a review and some new relations on the structure of the monodromy algebra (also called loop ...
We return to the fusion rules for the Drinfeld double of the duals of the generalised Taft algebras ...
© 2015 Elsevier B.V. In this paper, the Drinfeld center of a monoidal category is generalized to a c...
We return to the fusion rules for the Drinfeld double of the duals of the generalised Taft algebras ...
We give a review and some new relations on the structure of the monodromy algebra (also called loop ...
AbstractLet k be a field and let An(ω) be the Taft's n2-dimensional Hopf algebra. When n is odd, the...
AbstractThe construction of the Drinfeld double D(H) of a finite dimensional Hopf algebra H was one ...
AbstractThe modularity of a ribbon Hopf algebra is characterized by the Drinfeld map. An elementary ...
summary:Let ${\cal A}$ be a finitary hereditary abelian category. We give a Hall algebra presentatio...
This self-contained book dedicated to Drinfeld's quasi-Hopf algebras takes the reader from the basic...
AbstractAndruskiewitsch and Schneider classify a large class of pointed Hopf algebras with abelian c...
In 1971, Taft constructed an n2-dimensional Hopf algebraAn(q), which is non-semisimple. Before quant...
We describe all finite-dimensional pointed Hopf algebras whose infinitesimal braiding is a fixed Yet...
This thesis contains four related papers which study different aspects of double constructions for b...
Abstract. In this paper, the Drinfeld center of a monoidal category is generalized to a class of mix...
We give a review and some new relations on the structure of the monodromy algebra (also called loop ...
We return to the fusion rules for the Drinfeld double of the duals of the generalised Taft algebras ...
© 2015 Elsevier B.V. In this paper, the Drinfeld center of a monoidal category is generalized to a c...
We return to the fusion rules for the Drinfeld double of the duals of the generalised Taft algebras ...
We give a review and some new relations on the structure of the monodromy algebra (also called loop ...
AbstractLet k be a field and let An(ω) be the Taft's n2-dimensional Hopf algebra. When n is odd, the...
AbstractThe construction of the Drinfeld double D(H) of a finite dimensional Hopf algebra H was one ...
AbstractThe modularity of a ribbon Hopf algebra is characterized by the Drinfeld map. An elementary ...
summary:Let ${\cal A}$ be a finitary hereditary abelian category. We give a Hall algebra presentatio...
This self-contained book dedicated to Drinfeld's quasi-Hopf algebras takes the reader from the basic...
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