The Bost conjecture, open subgroups and groups acting on trees

Mathematics – K-Theory and Homology

Scientific paper

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17 pages; to be published in the Journal of K-Theory

Scientific paper

The Bost conjecture with C*-algebra coefficients for locally compact
Hausdorff groups passes to open subgroups. We also prove that if a locally
compact Hausdorff group acts on a tree, then the Bost conjecture with
C*-coefficients is true for the group if and only if it is true for the
stabilisers of the vertices.

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