We introduce a new class of 2-cocycles defined explicitly on the generators of certain multiparameter standard quantum groups. These allow us, through the process of twisting the familiar standard quantum groups, to generate new as well as previously known examples of non-standard quantum groups. In particular we are able to construct generalisations of both the Cremmer-Gervais deformation of SL(3) and the so called esoteric quantum groups of Fronsdal and Galindo in an explicit and straightforward manner. (C) 1997 American Institute of Physics.</p
In this paper we study two deformation procedures for quantum groups: deformations by twists, that w...
AbstractWe provide a class of examples of compact quantum groups and unitary 2-cocycles on them, suc...
Given a Hopf algebra A graded by a discrete group together with an action of the same group preservi...
We introduce a new class of 2-cocycles defined explicitly on the generators of certain multiparamete...
We introduce a new class of 2-cocycles defined explicitly on the generators of certain multiparamete...
AbstractWe provide a class of examples of compact quantum groups and unitary 2-cocycles on them, suc...
We introduce the notion of formal multiparameter quantum universal enveloping algebras - in short Fo...
In this paper we study two deformation procedures for quantum groups: deformations by twists, that w...
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 ...
The general subject of this thesis is quantum groups. The major original results are obtained in the...
We show that the comultiplication on the quantum group SUq (2) may be obtained from that on the quan...
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 w...
AbstractWe provide a class of examples of compact quantum groups and unitary 2-cocycles on them, suc...
Given a Hopf algebra A graded by a discrete group together with an action of the same group preservi...
We introduce a new class of 2-cocycles defined explicitly on the generators of certain multiparamete...
We introduce a new class of 2-cocycles defined explicitly on the generators of certain multiparamete...
AbstractWe provide a class of examples of compact quantum groups and unitary 2-cocycles on them, suc...
We introduce the notion of formal multiparameter quantum universal enveloping algebras - in short Fo...
In this paper we study two deformation procedures for quantum groups: deformations by twists, that w...
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 ...
The general subject of this thesis is quantum groups. The major original results are obtained in the...
We show that the comultiplication on the quantum group SUq (2) may be obtained from that on the quan...
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 w...
AbstractWe provide a class of examples of compact quantum groups and unitary 2-cocycles on them, suc...
Given a Hopf algebra A graded by a discrete group together with an action of the same group preservi...