DOIAbstract
We provide a duality between subfactors with finite index, or finite dimensional semisimple Hopf algebras, and a class of C*-categories of endomorphisms
We provide a duality between subfactors with finite index, or finite dimensional semisimple Hopf algebras, and a class of C*-categories of endomorphisms
AbstractLet H be a Hopf algebra over a field k. We study O(H), the subalgebra of invariants of H und...
This thesis develops and strengthens the interactions between two active research fields of mathemat...
This thesis develops and strengthens the interactions between two active research fields of mathemat...
We provide a duality between subfactors with finite index, or finite dimensional semisimple Hopf alg...
AbstractWith an aim of exploring homological algebra for weak Hopf modules, this paper investigates ...
In this paper, we develop the theory of bimodules over von Neumann algebras, with an emphasis on cat...
AbstractWe bring together ideas in analysis on Hopf *-algebra actions on II1 subfactors of finite Jo...
International audienceWe prove a categorical duality between a class of abstract algebras of partial...
We present new Hopf algebras with the dual Chevalley property by determining all semisimple Hopf alg...
AbstractIn this paper we study certain interrelations between subsets of Hopf algebras H and their d...
summary:We modify slightly the definition of $H$-partial functions given by Celani and Montangie (20...
As left adjoint to the dual algebra functor, Sweedler’s finite dual construction is an important too...
Abstract. We characterize the module categories of suitably fi-nite Hopf algebroids (more precisely,...
Final version. To be pubished in European Journal of MathematicsWe attach to any linear endomorphism...
International audienceWe characterize the module categories of suitably finite Hopf algebroids (more...
AbstractLet H be a Hopf algebra over a field k. We study O(H), the subalgebra of invariants of H und...
This thesis develops and strengthens the interactions between two active research fields of mathemat...
This thesis develops and strengthens the interactions between two active research fields of mathemat...
We provide a duality between subfactors with finite index, or finite dimensional semisimple Hopf alg...
AbstractWith an aim of exploring homological algebra for weak Hopf modules, this paper investigates ...
In this paper, we develop the theory of bimodules over von Neumann algebras, with an emphasis on cat...
AbstractWe bring together ideas in analysis on Hopf *-algebra actions on II1 subfactors of finite Jo...
International audienceWe prove a categorical duality between a class of abstract algebras of partial...
We present new Hopf algebras with the dual Chevalley property by determining all semisimple Hopf alg...
AbstractIn this paper we study certain interrelations between subsets of Hopf algebras H and their d...
summary:We modify slightly the definition of $H$-partial functions given by Celani and Montangie (20...
As left adjoint to the dual algebra functor, Sweedler’s finite dual construction is an important too...
Abstract. We characterize the module categories of suitably fi-nite Hopf algebroids (more precisely,...
Final version. To be pubished in European Journal of MathematicsWe attach to any linear endomorphism...
International audienceWe characterize the module categories of suitably finite Hopf algebroids (more...
AbstractLet H be a Hopf algebra over a field k. We study O(H), the subalgebra of invariants of H und...
This thesis develops and strengthens the interactions between two active research fields of mathemat...
This thesis develops and strengthens the interactions between two active research fields of mathemat...
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