3 citations · 5 across the 3 of their papers we have counts for
3 papers
math.MG2012
Algebraic Ranks of CAT(0) Groups
Raeyong Kim
We study the algebraic rank of various classes of groups. They include right-angled Coxeter groups, right-angled Artin groups, relatively hyperbolic groups and gr…
math.AT2012★ 2 cited
Every finite complex is the classifying space for proper bundles of a virtual Poincaré duality group
Raeyong Kim
We prove that every finite connected simplicial complex is homotopy equivalent to the quotient of a contractible manifold by proper actions of a virtually torsion-free group. As a…
math.MG2012★ 3 cited
Every finite complex has the homology of some CAT(0) cubical duality group
Raeyong Kim
We prove that every finite connected simplicial complex has the homology of the classifying space for some cubical duality group. More specifically, for any finit…