Add to ORKGWe show that a natural notion of irreducibility implies connect- edness in the Compact Quantum Group setting. We also investigate the converse implication and show it is related to Kaplansky’s conjectures on group algebras
AbstractWe study actions of compact quantum groups on type I-factors, which may be interpreted as pr...
International audienceWe introduce the Gaussian part of a compact quantum group $\QG$, namely the la...
We give a partial solution to a long-standing open problem in the theory of quantum groups, namely w...
We show that a natural notion of irreducibility implies connectedness in the Compact Quantum Group s...
We show that a natural notion of irreducibility implies connectedness in the Compact Quantum Group s...
We introduce the notion of identity component of a compact quantum group and that of total disconnec...
We introduce the notion of identity component of a compact quantum group and that of total disconnec...
We introduce the notion of identity component of a compact quantum group and that of total disconnec...
We study Property (T) for locally compact quantum groups, providing several new characterisations, e...
We study Property (T) for locally compact quantum groups, providing several new characterisations, e...
In this paper, we study various convolution-type algebras associated with a locally compact quantum ...
The category of locally compact quantum groups can be described as either Hopf $*$-homomorphisms bet...
AbstractWe study the dynamic interrelation between compactness and connectedness in topological grou...
18 pagesInternational audienceWe introduce the Gaussian part of a compact quantum group $\QG$, namel...
18 pagesInternational audienceWe introduce the Gaussian part of a compact quantum group $\QG$, namel...
AbstractWe study actions of compact quantum groups on type I-factors, which may be interpreted as pr...
International audienceWe introduce the Gaussian part of a compact quantum group $\QG$, namely the la...
We give a partial solution to a long-standing open problem in the theory of quantum groups, namely w...
We show that a natural notion of irreducibility implies connectedness in the Compact Quantum Group s...
We show that a natural notion of irreducibility implies connectedness in the Compact Quantum Group s...
We introduce the notion of identity component of a compact quantum group and that of total disconnec...
We introduce the notion of identity component of a compact quantum group and that of total disconnec...
We introduce the notion of identity component of a compact quantum group and that of total disconnec...
We study Property (T) for locally compact quantum groups, providing several new characterisations, e...
We study Property (T) for locally compact quantum groups, providing several new characterisations, e...
In this paper, we study various convolution-type algebras associated with a locally compact quantum ...
The category of locally compact quantum groups can be described as either Hopf $*$-homomorphisms bet...
AbstractWe study the dynamic interrelation between compactness and connectedness in topological grou...
18 pagesInternational audienceWe introduce the Gaussian part of a compact quantum group $\QG$, namel...
18 pagesInternational audienceWe introduce the Gaussian part of a compact quantum group $\QG$, namel...
AbstractWe study actions of compact quantum groups on type I-factors, which may be interpreted as pr...
International audienceWe introduce the Gaussian part of a compact quantum group $\QG$, namely the la...
We give a partial solution to a long-standing open problem in the theory of quantum groups, namely w...