Subexponential group cohomology and the K-theory of Lafforgue's algebra A_{max}(pi)

C. Ogle; R. Ji

arxiv: 1212.1678 · v1 · pith:THKPMNZ7new · submitted 2012-12-07 · 🧮 math.KT · math.OA

Subexponential group cohomology and the K-theory of Lafforgue's algebra A_(max)(pi)

R. Ji , C. Ogle This is my paper

classification 🧮 math.KT math.OA

keywords groupalgebracohomologylafforguesubexponentialassociatedclassescocycles

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We show that for any finitely generated group G, group cohomology classes represented by cocycles of subexponential growth are extendable over the topological K-groups of the Lafforgue algebra associated to G.

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Subexponential group cohomology and the K-theory of Lafforgue's algebra A_(max)(pi)

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