International audienceNon-commutative torsors (equivalently, two-cocycles) for a Hopf algebra can be used to twist comodule algebras. After surveying and extending the literature on the subject, we prove a theorem that affords a presentation by generators and relations for the algebras obtained by such twisting. We give a number of examples, including new constructions of the quantum affine spaces and the quantum tori
In this paper we introduce a notion of quantum Hamiltonian (co)action of Hopf algebras endowed with ...
Continuing our previous work on graded twisting of Hopf algebras and monoidal categories, we introdu...
A bi-Galois object A is a bicomodule algebra for Hopf-Galois coactions with trivial invariants. In t...
In this paper we study two deformation procedures for quantum groups: deformations by twists, that w...
Abstract. We construct the join of noncommutative Galois objects (quantum torsors) over a Hopf algeb...
Let H be a Hopf algebra. Any finite-dimensional lifting of V∈HHYD arising as a cocycle deformation o...
Abstract. Given a Hopf algebra A graded by a discrete group together with an action of the same grou...
Given a Hopf algebra A graded by a discrete group together with an action of the same group preservi...
AbstractLet k be a commutative ring, let H be a k-Hopf algebra, and let A be a right H-comodule alge...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
International audienceContinuing our previous work on graded twisting of Hopf algebras and monoidal ...
In this paper we introduce a notion of quantum Hamiltonian (co)action of Hopf algebras endowed with ...
Continuing our previous work on graded twisting of Hopf algebras and monoidal categories, we introdu...
A bi-Galois object A is a bicomodule algebra for Hopf-Galois coactions with trivial invariants. In t...
In this paper we study two deformation procedures for quantum groups: deformations by twists, that w...
Abstract. We construct the join of noncommutative Galois objects (quantum torsors) over a Hopf algeb...
Let H be a Hopf algebra. Any finite-dimensional lifting of V∈HHYD arising as a cocycle deformation o...
Abstract. Given a Hopf algebra A graded by a discrete group together with an action of the same grou...
Given a Hopf algebra A graded by a discrete group together with an action of the same group preservi...
AbstractLet k be a commutative ring, let H be a k-Hopf algebra, and let A be a right H-comodule alge...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
In this paper, we study two deformation procedures for quantum groups: deformations by twists, that ...
International audienceContinuing our previous work on graded twisting of Hopf algebras and monoidal ...
In this paper we introduce a notion of quantum Hamiltonian (co)action of Hopf algebras endowed with ...
Continuing our previous work on graded twisting of Hopf algebras and monoidal categories, we introdu...
A bi-Galois object A is a bicomodule algebra for Hopf-Galois coactions with trivial invariants. In t...