New examples of finitely presented groups with strong fixed point properties
New examples of finitely presented groups with strong fixed point properties
We give an explicit finite presentation of a group normally generated by SL?(?). As a consequence, such a group cannot act on e.g. a finite dimensional contractible manifold or on a compact manifold
groups, actions, rings, K-theory, infinite special linear group
1-12
Chatterji, Indira
12ac09c3-3bf9-4d5e-b1ac-fc4ddd6b017a
Kassabov, Martin
b78efbac-c468-4838-ac56-5f23181f595c
January 2009
Chatterji, Indira
12ac09c3-3bf9-4d5e-b1ac-fc4ddd6b017a
Kassabov, Martin
b78efbac-c468-4838-ac56-5f23181f595c
Chatterji, Indira and Kassabov, Martin
(2009)
New examples of finitely presented groups with strong fixed point properties.
Journal of Topology and Analysis, 1 (1), .
(doi:10.1142/S1793525309000060).
Abstract
We give an explicit finite presentation of a group normally generated by SL?(?). As a consequence, such a group cannot act on e.g. a finite dimensional contractible manifold or on a compact manifold
Text
NEW_EXAMPLES_OF_FINITELY_PRESENTED_GROUPS_WITH_STRONG_FIXED_POINT_PROPERTIES.pdf
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Published date: January 2009
Keywords:
groups, actions, rings, K-theory, infinite special linear group
Identifiers
Local EPrints ID: 155179
URI: http://eprints.soton.ac.uk/id/eprint/155179
ISSN: 1793-5253
PURE UUID: f81b7364-f245-45e8-8518-f787962c6a59
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Date deposited: 28 May 2010 11:43
Last modified: 14 Mar 2024 01:37
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Contributors
Author:
Indira Chatterji
Author:
Martin Kassabov
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