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The Group $C^\ast$-Algebra of the Desitter Group
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The Group $C^\ast$-Algebra of the Desitter Group

Robert Boyer and Robert Martin
Proceedings of the American Mathematical Society, Vol.65(1)
01 Jul 1977

Abstract

Haar measures Infinity Labor union representation Mathematical theorems Topological spaces Topological theorems Topology
Let $G$ denote the universal-covering of the DeSitter group and $C^\ast(G)$ the group $C^\ast$-algebra of $G$. In this paper we use the extension theory of C. Delaroche to describe the structure of $C^\ast(G)$.

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