activity
20162026
collaborators

12 papers

math.OA2026

Classification of anomalous actions of finite groups with the Rokhlin property

Sergio Girón Pacheco, Gábor Szabó

Given a finite group G, we develop a generalization of the fundamental classification of Rokhlin G-actions on C*-algebras to the setting of anomalous G-actions with the Rokhlin pro…

math.OA2021

On tracial -stability of simple non-unital C*-algebras

Jorge Castillejos, Kang Li, Gabor Szabo

We investigate the notion of tracial -stability beyond unital C*-algebras, and we prove that this notion is equivalent to -stability in the class of separab…

math.OA2019

On a categorical framework for classifying C*-dynamics up to cocycle conjugacy

Gabor Szabo

We provide the rigorous foundations for a categorical approach to the classification of C*-dynamics up to cocycle conjugacy. Given a locally compact group , we consider a catego…

math.OA2019

Equivariant property (SI) revisited

Gabor Szabo

We revisit Matui-Sato's notion of property (SI) for C*-algebras and C*-dynamics. More specifically, we generalize the known framework to the case of C*-algebras with possibly unbou…

math.OA2018

Actions of certain torsion-free elementary amenable groups on strongly self-absorbing C*-algebras

Gabor Szabo

In this paper we consider a bootstrap class of countable discrete groups, which is closed under countable unions and extensions by the integers, and we study actions…

math.OA2018

Almost finiteness and the small boundary property

David Kerr, Gabor Szabo

Working within the framework of free actions of countable amenable groups on compact metrizable spaces, we show that the small boundary property is equivalent to a density version…