Indicability, residual finiteness, and simple subquotients of groups acting on trees-Reference-Cited by-同舟云学术

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Indicability, residual finiteness, and simple subquotients of groups acting on trees

Published:2018-12-06 Issue:7 Volume:22 Page:4163-4204
ISSN:1364-0380
Container-title:Geometry & Topology
language:en
Short-container-title:Geom. Topol.

Author:

Caprace Pierre-Emmanuel,Wesolek Phillip

Publisher

Mathematical Sciences Publishers

Subject

Geometry and Topology

Link

https://msp.org/gt/2018/22-7/gt-v22-n7-p09-s.pdf

Reference23 articles.

1. Locally compact groups acting on trees

2. Amenable invariant random subgroups

3. Groups acting on trees: From local to global structure

4. Lattices in product of trees

5. Simple locally compact groups acting on trees and their germs of automorphisms

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1. Small non-Leighton two-complexes;Mathematical Proceedings of the Cambridge Philosophical Society;2022-09-05

2. Automaton groups and complete square complexes;Groups, Geometry, and Dynamics;2022-03-29

3. Bounding the covolume of lattices in products;Compositio Mathematica;2019-10-11

4. New Simple Lattices in Products of Trees and their Projections;Canadian Journal of Mathematics;2019-10-07

5. Kaleidoscopic groups: permutation groups constructed from dendrite homeomorphisms;Fundamenta Mathematicae;2019

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