Relatively compact sets in the reduced $C^{\ast}$ -algebras of Coxeter groups

preprint2012arXivOpen access

We characterize relatively norm compact sets in the regular $C^*$ -algebra of finitely generated Coxeter groups using a geometrically defined positive semigroup acting on the algebra.

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Relatively compact sets in the reduced $C^{\ast}$ -algebras of Coxeter groups

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Relatively compact sets in the reduced C∗C^{\ast}C∗-algebras of Coxeter groups

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Relatively compact sets in the reduced $C^{\ast}$ -algebras of Coxeter groups