Dual operator algebras with normal virtual h-diagonal.
Language
en
Article de revue
This item was published in
Integral Equations Operator Theory. 2012p. Integral Equations Operator Theory 73 (2012), no. 3, 365-382.
English Abstract
We study the class of dual operator algebras admitting a normal virtual h-diagonal (i.e. a diagonal in the normal Haagerup tensor product), this property can be seen as a dual operator space version of amenability. After ...Read more >
We study the class of dual operator algebras admitting a normal virtual h-diagonal (i.e. a diagonal in the normal Haagerup tensor product), this property can be seen as a dual operator space version of amenability. After giving several characterizations of these algebras, we show this class is stable under algebraic perturbations and cb-isomorphisms with small bound. We also prove some perturbation results for the Kadison-Kastler metric.Read less <
Origin
Hal imported