Thiebout Delabie, Paul Jolissaint, Alexandre Zumbrunnen
Published 2019-04-11Version 1
The aim of the article is to provide a characterization of the Haagerup property for locally compact, second countable groups in terms of actions on $\sigma$-finite measure spaces.
Comments: 17 pages, no figures
Notes on C_0-representations and the Haagerup property
The Haagerup property is not invariant under quasi-isometry
On the characterization of the numbers $n$ such that any group of order $n$ has a given property $P$
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