arXiv:math/0301267 Abstract

Published 2003-01-23Version 1

The hyperbolic plane admits a quasi-isometric embedding into a hyperbolic group if and only if the group is not virtually free.

Categories: math.GR, math.GT, math.MG

Subjects: 20F65, 20F67, 20F69

Keywords: hyperbolic group, quasi-hyperbolic planes, hyperbolic plane admits

Related articles: Most relevant | Search more

arXiv:0802.0709 [math.GR] (Published 2008-02-05, updated 2008-03-10)

Residual finiteness, QCERF, and fillings of hyperbolic groups

arXiv:2303.09852 [math.GR] (Published 2023-03-17)

Rationality of the Gromov Boundary of Hyperbolic Groups

Davide Perego

arXiv:1808.00802 [math.GR] (Published 2018-08-02)

On Growth of Double Cosets in Hyperbolic Groups

arXiv Analytics