A. Czuroń

activity

20132020

L_{p}

-representations of Kazhdan groups

1 citations · 2 across the 3 of their papers we have counts for

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math.GR2020★ 1 cited

On fixed point property for $L_{p}$ -representations of Kazhdan groups

Alan Czuron, Mehrdad Kalantar

Let $G$ be a topological group with finite Kazhdan set, let $Ω$ be a standard Borel space and $μ$ a finite measure on $Ω$ . We prove that for any $p \in [1, \infty)$ , any affine isom…

math.GR2014

Property $(F L_{p})$ implies property $(F L_{q})$ for $1 < q < p < \infty$

Alan Czuron

It is known that for $σ$ -compact groups Kazhdan's Property $(T)$ is equivalent to Serre's Property $(F H)$ . Generalized versions of those properties, called properties $(T_{B})$ and…

On fixed point property for Lp​-representations of Kazhdan groups

Property (FLp​) implies property (FLq​) for 1<q<p<∞

On fixed point property for $L_{p}$ -representations of Kazhdan groups

Property $(F L_{p})$ implies property $(F L_{q})$ for $1 < q < p < \infty$