Algebraic & Geometric Topology 3 (2003) 1079–1088

DOI: 10.2140/agt.2003.3.1079

arXiv: math.GR/0203170

Abstract

We show that if a group can be represented as a graph product of finite directly indecomposable groups, then this representation is unique.

Keywords

graph products of groups, modular decomposition

Mathematical Subject Classification

Primary: 20E34

Secondary: 20F65

References

Forward citations

Publication

Received: 17 March 2002
Revised: 25 August 2003
Accepted: 24 September 2003
Published: 22 October 2003

Authors