AbstractIn this paper we prove that every finitely generated Coxeter group has a finite index subgroup that is the fundamental group of a special cube complex. Some consequences include: Every f.g. Coxeter group is virtually a subgroup of a right-angled Coxeter group. Every word-hyperbolic Coxeter group has separable quasiconvex subgroups
AbstractWe investigate the geometry of geodesics in CAT(0) cube complexes. A group which acts cocomp...
We prove that finite index subgroups of right angled Artin groups are conjugacy separable. We then a...
We provide geometric conditions on a pair of hyperplanes of a CAT(0) cube complex that imply diverge...
AbstractIn this paper we prove that every finitely generated Coxeter group has a finite index subgro...
Niblo and Reeves [NR2] constructed a cubing for each Coxeter group using the hyperplanes of the Coxe...
In a seminal paper, Stallings introduced folding of morphisms of graphs. One consequence of folding ...
For Coxeter groups acting non-cocompactly but with finite covolume on real hyperbolic space Hn, new...
AbstractFor each right-angled Artin group there is a right-angled Coxeter group which contains it as...
We show that any finitely generated Coxeter group acts properly discontinuously on a locally finite,...
We prove that any word hyperbolic group which is virtually compact special (in the sense of Haglund ...
In a seminal paper, Stallings introduced folding of morphisms of graphs. One consequence of folding ...
In a seminal paper, Stallings introduced folding of morphisms of graphs. One consequence of folding ...
This thesis contributes to the study of geometric actions of word-hyperbolic groups on finite dimens...
AbstractIn this paper, we investigate irreducible Coxeter systems and we determine the minimal parab...
34 pages, 7 figures. Comments are welcome!It is known that a cocompact special group $G$ does not co...
AbstractWe investigate the geometry of geodesics in CAT(0) cube complexes. A group which acts cocomp...
We prove that finite index subgroups of right angled Artin groups are conjugacy separable. We then a...
We provide geometric conditions on a pair of hyperplanes of a CAT(0) cube complex that imply diverge...
AbstractIn this paper we prove that every finitely generated Coxeter group has a finite index subgro...
Niblo and Reeves [NR2] constructed a cubing for each Coxeter group using the hyperplanes of the Coxe...
In a seminal paper, Stallings introduced folding of morphisms of graphs. One consequence of folding ...
For Coxeter groups acting non-cocompactly but with finite covolume on real hyperbolic space Hn, new...
AbstractFor each right-angled Artin group there is a right-angled Coxeter group which contains it as...
We show that any finitely generated Coxeter group acts properly discontinuously on a locally finite,...
We prove that any word hyperbolic group which is virtually compact special (in the sense of Haglund ...
In a seminal paper, Stallings introduced folding of morphisms of graphs. One consequence of folding ...
In a seminal paper, Stallings introduced folding of morphisms of graphs. One consequence of folding ...
This thesis contributes to the study of geometric actions of word-hyperbolic groups on finite dimens...
AbstractIn this paper, we investigate irreducible Coxeter systems and we determine the minimal parab...
34 pages, 7 figures. Comments are welcome!It is known that a cocompact special group $G$ does not co...
AbstractWe investigate the geometry of geodesics in CAT(0) cube complexes. A group which acts cocomp...
We prove that finite index subgroups of right angled Artin groups are conjugacy separable. We then a...
We provide geometric conditions on a pair of hyperplanes of a CAT(0) cube complex that imply diverge...
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