On the Relative Weak Asymptotic Homomorphism Property for Triples of Groups von Neumann Algebras

Details On the Relative Weak Asymptotic Homomorphism Property for Triples of Groups von Neumann Algebras On the Relative Weak Asymptotic Homomorphism Property for Triples of Groups von Neumann Algebras

2010-11-03

arxiv.org/abs/1011.1032v3

Mathematics

Operator Algebras

One more condition added; it is expressed in terms of compact vectors

Scientific paper

We provide a direct and elementary proof of the equivalence between the weak
asymptotic homomorphism property for the pair of group von Neumann algebras
$L(H)\subset L(G)$ and the embedding into $H$ of the one sided quasi-normalizer
of the pair $Hrecent article, and we extend the result to triples of groups $H

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