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math.GR2006★ 4 cited
The quadratic isoperimetric inequality for mapping tori of free group automorphisms II: The general case
M. R. Bridson, D. Groves
If F is a finitely generated free group and ϕis an automorphism of F then the mapping torus of ϕadmits a quadratic isoperimetric inequality. This is the third and final paper in a…
math.GR2006★ 14 cited
Detecting free splittings in relatively hyperbolic groups
Francois Dahmani, Daniel Groves
We describe an algorithm which determines whether or not a group which is hyperbolic relative to abelian groups admits a nontrivial splitting over a finite group.
math.GR2006
Fillings, finite generation and direct limits of relatively hyperbolic groups
Daniel Groves, Jason Fox Manning
We examine the relationship between finitely and infinitely generated relatively hyperbolic groups, in two different contexts. First, we elaborate on a remark from math.GR/0601311,…