activity
20002023
most citedAlmost commuting matrices with respect to normalized Hilbert-Schmidt norm

28 citations · 50 across the 20 of their papers we have counts for

collaborators

26 papers

math.GR2023

Asymptotic Cohomology and Uniform Stability for Lattices in Semisimple Groups

Lev Glebsky, Alexander Lubotzky, Nicolas Monod +1

It is, by now, classical that lattices in higher rank semisimple groups have various rigidity properties. In this work, we add another such rigidity property to the list: uniform s…

math.GR2019

Property of defect diminishing and stability

Marco Antonio García Morales, Lev Glebsky

We show that the defect diminishing is equivalent to the stability with linear rate.

math.GR2019

Extension of a residually finite group by a residually finite group is weakly sofic

Lev Glebsky

We show that residually finite by residually finite extensions are weakly sofic.

math.CO2019

On the number of even roots of permutations

Lev Glebsky, Melany Licón, Luis Manuel Rivera

Let be a permutation on letters. We say that a permutation is an even (resp. odd) th root of if and is an even (resp. odd) permutation. In this artic…

math.GR2018

What is a true spectra of a finite Fourier transform

Javier Diaz-Vargas, Lev Glebsky, Carlos Jacob Rubio-Barrios

In this paper we deal with a finite abelian group and the abstract Fourier transform ${\mathcal F}:{\mathbb C}^G\to {\mathbb C}^\hat{G}$. Then, we consider $\tilde{j}\circ {\ma…

math.GR2018

Unrestricted wreath products and sofic groups

Goulnara Arzhantseva, Federico Berlai, Martin Finn-Sell +1

We show that the unrestricted wreath product of a sofic group by an amenable group is sofic. We use this result to present an alternative proof of the known fact that any group ext…