In this paper, we construct all the indecomposable modules of a class of non-pointed Hopf algebras, which are quotient Hopf algebras of a class of prime Hopf algebras of GK-dimension one. Then the decomposition formulas of the tensor product of any two indecomposable modules are established. Based on these results, the representation ring of the Hopf algebras is characterized by generators and some relations
33 pagesThe subject of this paper are two Hopf algebras which are the non-commutative analogues of t...
AbstractWe derive necessary and sufficient conditions for an ambiskew polynomial ring to have a Hopf...
Some progress on classification problems for finite dimensional Hopf algebras has been made recently...
We classify pointed rank one Hopf algebras over fields of prime characteristic which are generated a...
AbstractWe classify pointed rank one Hopf algebras over fields of prime characteristic which are gen...
AbstractWe investigate the representation theory of a large class of pointed Hopf algebras, extendin...
Abstract. We study the representations of two types of pointed Hopf algebras: restricted two-paramet...
AbstractWe study the representations of two types of pointed Hopf algebras: restricted two-parameter...
Let H be a cosemisimple Hopf algebra over an algebraically closed field. In the first chapter of th...
Using the standard filtration associated with a generalized lifting method, we determine all finite-...
General properties of finite dimensional Hopf algebras are investigated. In particular, we generaliz...
AbstractWe determine all indecomposable codes over a class of Hopf algebras named Taft Algebras. We ...
We introduce a class of noncommutative and noncocommutative weak Hopf algebras with infinite Ext qui...
AbstractWe show that indecomposable exact module categories over the category RepH of representation...
In this work, the notion of a partial representation of a Hopf algebra is introduced and its relatio...
33 pagesThe subject of this paper are two Hopf algebras which are the non-commutative analogues of t...
AbstractWe derive necessary and sufficient conditions for an ambiskew polynomial ring to have a Hopf...
Some progress on classification problems for finite dimensional Hopf algebras has been made recently...
We classify pointed rank one Hopf algebras over fields of prime characteristic which are generated a...
AbstractWe classify pointed rank one Hopf algebras over fields of prime characteristic which are gen...
AbstractWe investigate the representation theory of a large class of pointed Hopf algebras, extendin...
Abstract. We study the representations of two types of pointed Hopf algebras: restricted two-paramet...
AbstractWe study the representations of two types of pointed Hopf algebras: restricted two-parameter...
Let H be a cosemisimple Hopf algebra over an algebraically closed field. In the first chapter of th...
Using the standard filtration associated with a generalized lifting method, we determine all finite-...
General properties of finite dimensional Hopf algebras are investigated. In particular, we generaliz...
AbstractWe determine all indecomposable codes over a class of Hopf algebras named Taft Algebras. We ...
We introduce a class of noncommutative and noncocommutative weak Hopf algebras with infinite Ext qui...
AbstractWe show that indecomposable exact module categories over the category RepH of representation...
In this work, the notion of a partial representation of a Hopf algebra is introduced and its relatio...
33 pagesThe subject of this paper are two Hopf algebras which are the non-commutative analogues of t...
AbstractWe derive necessary and sufficient conditions for an ambiskew polynomial ring to have a Hopf...
Some progress on classification problems for finite dimensional Hopf algebras has been made recently...