A. Czuroń

activity

20132020

L_{p}

-representations of Kazhdan groups

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

collaborators

3 papers

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…

math.FA2013★ 1 cited

On the isomorphisms of Fourier algebras of finite abelian groups

A. Czuron, M. Wojciechowski

We consider gerenalizated permutation equivalence of Vielenkin system on commutative compact torsion finite exponent groups.

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

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

On the isomorphisms of Fourier algebras of finite abelian groups

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

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