The Completely Bounded Approximation Property For Discrete Crossed Products

INDIANA UNIVERSITY MATHEMATICS JOURNAL（1997）

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摘要

We consider the relationship between the Haagerup constants for a C*-algebra and its crossed product by an amenable group. We prove equality when the group is discrete, and deduce equality when the group is compact and abelian.

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关键词

amenable group,approximation property,c algebra

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