Dixmier approximation and symmetric amenability for C*-algebras
N Ozawa - arXiv preprint arXiv:1304.3523, 2013 - arxiv.org
arXiv preprint arXiv:1304.3523, 2013•arxiv.org
We study some general properties of tracial C*-algebras. In the first part, we consider
Dixmier type approximation theorem and characterize symmetric amenability for C*-
algebras. In the second part, we consider continuous bundles of tracial von Neumann
algebras and classify some of them.
Dixmier type approximation theorem and characterize symmetric amenability for C*-
algebras. In the second part, we consider continuous bundles of tracial von Neumann
algebras and classify some of them.
We study some general properties of tracial C*-algebras. In the first part, we consider Dixmier type approximation theorem and characterize symmetric amenability for C*-algebras. In the second part, we consider continuous bundles of tracial von Neumann algebras and classify some of them.
arxiv.org
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