Liftability and contracting property of multi-EGS groups

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Authors: Arsalan Akram Malik, Dmytro Savchuk
Cited by: 0

Abstract

We provide sufficient conditions for the multi-EGS groups to be liftable and thus produce new examples of groups acting transitively on regular trees of finite degree stabilizing one of the ends, whose closures are scale groups as defined by G.A. Willis. Additionally, we explicitly compute the contracting nuclei of the groups in this class. We also specialize our results to the classes of multi-edge spinal groups and EGS-groups.

Fields of Study & Subjects

Corporate Governance and Law

Publication details

Journal / source
Carpathian Mathematical Publications
Volume
18
Issue
1
Pages
211–221
Publication date
13 June 2026
Language
EN