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New examples of finitely presented groups with strong fixed point properties

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
1793-5253
1-12
Chatterji, Indira
12ac09c3-3bf9-4d5e-b1ac-fc4ddd6b017a
Kassabov, Martin
b78efbac-c468-4838-ac56-5f23181f595c
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), 1-12. (doi:10.1142/S1793525309000060).

Record type: Article

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

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NEW_EXAMPLES_OF_FINITELY_PRESENTED_GROUPS_WITH_STRONG_FIXED_POINT_PROPERTIES.pdf - Author's Original
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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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