Boundaries of CAT(0) groups with isolated flats

Ben-Zvi, Michael.


  • In \cite(Gromov87), Gromov introduced hyperbolic groups as a way of capturing negative curvature. This proved to be a wildly interesting class of groups with many desirable properties. Since then, work has been done to generalize results in the hyperbolic setting classes of groups with capture non-positive curvature. For us the groups which capture non-positive curvature are $\cat(0)$ groups. ... read more
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