Groups Acting on Protrees

M. J. Dunwoody

Journal of the London Mathematical Society · 1997 · 26 citations · 0 references

Concepts

Abstract

A group is accessible if there is a G-tree T such that every edge stabilizer is finite and every vertex stabilizer has at most one end. A group is inaccessible if it is not accessible. In [6] I began the study of group actions on protrees. These actions arise naturally when considering inaccessible groups. This study is continued in this paper.