arXiv:math/0401357 Abstract

Published 2004-01-26, updated 2004-12-15Version 2

We show that S-arithmetic lattices in semisimple Lie groups with no rank one factors are quasi-isometrically rigid.

Comments: 46 pages

Categories: math.GR, math.GT

Subjects: 20F65, 20G30, 22E40

Keywords: higher rank s-arithmetic lattices, quasi-isometric rigidity, semisimple lie groups, quasi-isometrically rigid

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