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Quasi-isometric rigidity of higher rank S–arithmetic lattices

Kevin Wortman

Geometry & Topology 11 (2007) 995–1048

DOI: 10.2140/gt.2007.11.995

arXiv: math.GR/0401357
Abstract

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

Keywords

quasi-isometry, arithmetic, quasi-isometry, arithmetic
Mathematical Subject Classification

Primary: 20F65, 20G30, 22E40
References
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Publication

Received: 19 November 2004
Accepted: 21 September 2006
Published: 30 May 2007
Proposed: Martin Bridson
Seconded: Walter Neumann, Benson Farb
Authors
Kevin Wortman
Mathematics Department
Yale University
PO Box 208283
New Haven CT 06520-8283
USA