Mathematics – Group Theory
Scientific paper
2007-08-14
Mathematics
Group Theory
Scientific paper
We study atomic right-angled Artin groups -- those whose defining graph has no cycles of length less than five, and no separating vertices, separating edges, or separating vertex stars. We show that these groups are not quasi-isometrically rigid, but that an intermediate form of rigidity does hold. We deduce from this that two atomic groups are quasi-isometric iff they are isomorphic.
Bestvina Mladen
Kleiner Bruce
Sageev Michah
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