Add to ORKGThe unitary group $U_N$ has a free analogue $U_N^+$, and the closed subgroups $G\subset U_N^+$ can be thought of as being the ``compact quantum Lie groups''. We review here the general theory of such quantum groups. We discuss as well a number of more advanced topics, selected for their beauty, and potential importance
I will give a general introduction to compact matrix quantum groups and then focus in a survey talk ...
29 pagesWe give a simple characterisation of those idempotent states on compact quantum groups which...
29 pagesWe give a simple characterisation of those idempotent states on compact quantum groups which...
The unitary group U N has a free analogue U + N , and the study of the closed subgroups G ⊂ U + N is...
In the past decade there has been an extemely rapid growth in the interest and development of quantu...
AbstractThe notion of simple compact quantum group is introduced. As non-trivial (noncommutative and...
AbstractWe investigate the fundamental concept of a closed quantum subgroup of a locally compact qua...
AbstractWe show that under suitable assumptions, we have a one-to-one correspondence between classic...
Abstract. The concept of a quantum group of unitary operators is relevant for the theory of non-comp...
We give an elementary introduction to the theory of algebraic and topological quantum groups (in the...
Quantum groups first arose out of the study of integrability in quantum mechanics, presenting a new ...
A relatively simple definition of a locally compact quantum group in the C*-algebra setting will be ...
AbstractWe study simple compact matrix quantum groups in the context of groupoidC*-algebras and obta...
This book reviews recent results on low-dimensional quantum field theories and their connection with...
I will give a general introduction to compact matrix quantum groups and then focus in a survey talk ...
I will give a general introduction to compact matrix quantum groups and then focus in a survey talk ...
29 pagesWe give a simple characterisation of those idempotent states on compact quantum groups which...
29 pagesWe give a simple characterisation of those idempotent states on compact quantum groups which...
The unitary group U N has a free analogue U + N , and the study of the closed subgroups G ⊂ U + N is...
In the past decade there has been an extemely rapid growth in the interest and development of quantu...
AbstractThe notion of simple compact quantum group is introduced. As non-trivial (noncommutative and...
AbstractWe investigate the fundamental concept of a closed quantum subgroup of a locally compact qua...
AbstractWe show that under suitable assumptions, we have a one-to-one correspondence between classic...
Abstract. The concept of a quantum group of unitary operators is relevant for the theory of non-comp...
We give an elementary introduction to the theory of algebraic and topological quantum groups (in the...
Quantum groups first arose out of the study of integrability in quantum mechanics, presenting a new ...
A relatively simple definition of a locally compact quantum group in the C*-algebra setting will be ...
AbstractWe study simple compact matrix quantum groups in the context of groupoidC*-algebras and obta...
This book reviews recent results on low-dimensional quantum field theories and their connection with...
I will give a general introduction to compact matrix quantum groups and then focus in a survey talk ...
I will give a general introduction to compact matrix quantum groups and then focus in a survey talk ...
29 pagesWe give a simple characterisation of those idempotent states on compact quantum groups which...
29 pagesWe give a simple characterisation of those idempotent states on compact quantum groups which...