In this paper, which is the continuation of [EFW2], we complete the proof of
the quasi-isometric rigidity of Sol and the lamplighter groups. The results
were announced in [EFW1].Comment: 47 pages, 3 figures. Minor revisions addressing comments by the
  refere

Eskin, Alex

Fisher, David

Whyte, Kevin

English

arXiv

In this paper we prove quasi-isometric rigidity results concerning lattices
in Sol and lamplighter groups. The paper builds in a substantial way on
our earlier paper Coarse di erentiation of quasi-isometries I: spaces not
quasi-isometric to Cayley graphs

Alex Eskin (7937909)

David Fisher (3411224)

Kevin Whyte (7937912)

University of Illinois at Chicago: UIC INDIGO (INtellectual property in DIGital form available online in an Open environment)

Coarse differentiation of quasi-isometries II:
Rigidity for Sol and lamplighter groups

Coarse differentiation of quasi-isometries II: Rigidity for Sol and
  Lamplighter groups

Coarse differentiation of quasi-isometries II: Rigidity for Sol and Lamplighter groups

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University of Illinois at Chicago: UIC INDIGO (INtellectual property in DIGital form available online in an Open environment)