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Cycles in the chamber homology of GL(3)

Cycles in the chamber homology of GL(3)
Cycles in the chamber homology of GL(3)
Let F be a nonarchimedean local field and let GL(N) = GL(N,F). We prove the existence of parahoric types for GL(N). We construct representative cycles in all the homology classes of the chamber homology of GL(3).
0920-3036
341-377
Aubert, Anne-Marie
f1ab184a-28bd-49a7-bec5-d0abcec2fed0
Hasan, Samir
9af4dc7f-ebf5-4837-9d76-a25ae6b82e3d
Plymen, Roger
76de3dd0-ddcb-4a34-98e1-257dddb731f5
Aubert, Anne-Marie
f1ab184a-28bd-49a7-bec5-d0abcec2fed0
Hasan, Samir
9af4dc7f-ebf5-4837-9d76-a25ae6b82e3d
Plymen, Roger
76de3dd0-ddcb-4a34-98e1-257dddb731f5

Aubert, Anne-Marie, Hasan, Samir and Plymen, Roger (2006) Cycles in the chamber homology of GL(3). K-Theory, 37 (4), 341-377. (doi:10.1007/s10977-006-9001-y).

Record type: Article

Abstract

Let F be a nonarchimedean local field and let GL(N) = GL(N,F). We prove the existence of parahoric types for GL(N). We construct representative cycles in all the homology classes of the chamber homology of GL(3).

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Published date: April 2006
Organisations: Pure Mathematics

Identifiers

Local EPrints ID: 359948
URI: http://eprints.soton.ac.uk/id/eprint/359948
ISSN: 0920-3036
PURE UUID: ee0efc8a-160a-4144-91df-49ed7344a914

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Date deposited: 19 Nov 2013 13:54
Last modified: 16 Jul 2019 21:16

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