Recently, right-angled Artin groups have attracted much attention in geometric group theory.
They have a rich structure of subgroups and nice algorithmic properties, and they give rise to …

The topic of this book is 3-manifold groups, that is, fundamental groups of compact 3-
manifolds. This class of groups sits between the class of fundamental groups of surfaces …

In this article we study the right-angled Artin subgroups of a given right-angled Artin group.
Starting with a graph Γ, we produce a new graph through a purely combinatorial procedure …

We prove by explicit construction that graph braid groups and most surface groups can be
embedded in a natural way in right-angled Artin groups, and we point out some …

For a prime number, we introduce and study oriented right-angled Artin pro-groups (oriented
pro-RAAGs for short) associated to a finite oriented graph and a continuous group …

We describe sufficient conditions which guarantee that a finite set of mapping classes
generate a right-angled Artin group quasi-isometrically embedded in the mapping class …

arXiv:1205.0202v3 [math.GT] 24 Apr 2013 Page 1 arXiv:1205.0202v3 [math.GT] 24 Apr 2013
3-MANIFOLD GROUPS MATTHIAS ASCHENBRENNER, STEFAN FRIEDL, AND HENRY …

Given a finite simplicial graph g, the graph group G g is the group with generators in one-to-
one correspondence with the verticles of g and wuth relations stating that two generators …

We construct and study polyhedral product models for classifying spaces of right-angled
Artin and Coxeter groups, general graph product groups and their commutator subgroups …

For any right-angled Artin group A Γ, we construct a finite-dimensional space O Γ on which
the group Out (A Γ) of outer automorphisms of A Γ acts with finite point stabilizers. We prove …