An obstruction to the strong relative hyperbolicity of a group
An obstruction to the strong relative hyperbolicity of a group
We give a simple combinatorial criterion for a group that,
when satisfied, implies the group cannot be strongly relatively
hyperbolic. Our criterion applies to several classes of groups, such
as surface mapping class groups, Torelli groups, and automorphism
and outer automorphism groups of free groups.
749-756
Anderson, James W.
739c0e33-ef61-4502-a675-575d08ee1a98
Aramayona, Javier
3291de41-c6c0-465a-9af5-7bbafef74784
Shackleton, Kenneth J.
622c576e-eefa-445a-a46f-a623ad8fe0c8
November 2007
Anderson, James W.
739c0e33-ef61-4502-a675-575d08ee1a98
Aramayona, Javier
3291de41-c6c0-465a-9af5-7bbafef74784
Shackleton, Kenneth J.
622c576e-eefa-445a-a46f-a623ad8fe0c8
Anderson, James W., Aramayona, Javier and Shackleton, Kenneth J.
(2007)
An obstruction to the strong relative hyperbolicity of a group.
Journal of Group Theory, 10 (6), .
(doi:10.1515/JGT.2007.054).
Abstract
We give a simple combinatorial criterion for a group that,
when satisfied, implies the group cannot be strongly relatively
hyperbolic. Our criterion applies to several classes of groups, such
as surface mapping class groups, Torelli groups, and automorphism
and outer automorphism groups of free groups.
Text
relhyp.pdf
- Author's Original
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Published date: November 2007
Identifiers
Local EPrints ID: 50546
URI: http://eprints.soton.ac.uk/id/eprint/50546
ISSN: 1433-5883
PURE UUID: 6cdbabf4-2b8b-4260-8f2a-5c78f9fe77fd
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Date deposited: 28 Feb 2008
Last modified: 16 Mar 2024 02:52
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Author:
Javier Aramayona
Author:
Kenneth J. Shackleton
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