Algebry operatorów i ich zastosowania w fizyce
sala seminaryjna KMMF, Hoża 74, Vp.
2013-04-25 (13:15) 
Pierre Fima (Institut Mathematiques de Jussieu)
The Julg-Valette's Theorem for Quantum Groups
Abstract: We will recall the notion of the fundamental quantum group of a graph of quantum groups and explain the proof of a quantum analogue of the Julg-Valette's Theorem stating that if the initial quantum groups are amenable then the fundamental quantum group is K-amenable.
We will recall the notion of the fundamental quantum group of a graph of quantum groups and explain the proof of a quantum analogue of the Julg-Valette's Theorem stating that if the initial quantum groups are amenable then the fundamental quantum group is K-amenable.