Title : ( REITER'S CONDITION P2 FOR THE ACTIONS OF LOCALLY COMPACT QUANTUM GROUPS ON VON NEUMANN ALGEBRAS )
Authors: Mohammad Ramezanpour , Hamid Reza Ebrahimi Vishki ,
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Abstract
Let be an action of a locally compact quantum group G on a von Neumann algebra N. In this talk we de ne Reiter's condition P2 for the pair (N; ) and show that (N; ) has Reiter's condition P2 if and only if the unitary implementation of has WCP in the sense of Bedos and Tuset. This shorten the proof of the main results of Daws and Runde's paper in the special case (M;
Keywords
, Locally compact quantum group, action, Hopf-von Neu- mann algebra, Reiter property
@inproceedings{paperid:1029003,
author = {Mohammad Ramezanpour and Ebrahimi Vishki, Hamid Reza},
title = {REITER'S CONDITION P2 FOR THE ACTIONS OF LOCALLY COMPACT QUANTUM GROUPS ON VON NEUMANN ALGEBRAS},
booktitle = {19th Mathematical Seminar On Analysis and its applications},
year = {2011},
location = {بابلسر, IRAN},
keywords = {Locally compact quantum group; action; Hopf-von Neu-
mann algebra; Reiter property},
}
%0 Conference Proceedings
%T REITER'S CONDITION P2 FOR THE ACTIONS OF LOCALLY COMPACT QUANTUM GROUPS ON VON NEUMANN ALGEBRAS
%A Mohammad Ramezanpour
%A Ebrahimi Vishki, Hamid Reza
%J 19th Mathematical Seminar On Analysis and its applications
%D 2011
