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Odd primary homotopy types of SU(n) gauge groups

Odd primary homotopy types of SU(n) gauge groups
Odd primary homotopy types of SU(n) gauge groups
Let Gk(SU(n)) be the gauge group of the principal SU(n)-bundle with second Chern
class k. If p is an odd prime and n ≤ (p − 1)2 + 1, we classify the p-local homotopy types of Gk(SU(n)).
1472-2747
1-18
Theriault, Stephen
5e442ce4-8941-41b3-95f1-5e7562fdef80
Theriault, Stephen
5e442ce4-8941-41b3-95f1-5e7562fdef80

Theriault, Stephen (2016) Odd primary homotopy types of SU(n) gauge groups. Algebraic & Geometric Topology, 1-18. (In Press)

Record type: Article

Abstract

Let Gk(SU(n)) be the gauge group of the principal SU(n)-bundle with second Chern
class k. If p is an odd prime and n ≤ (p − 1)2 + 1, we classify the p-local homotopy types of Gk(SU(n)).

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Accepted/In Press date: 19 August 2016
Organisations: Mathematical Sciences

Identifiers

Local EPrints ID: 403045
URI: http://eprints.soton.ac.uk/id/eprint/403045
ISSN: 1472-2747
PURE UUID: 1dc8bd3e-d3e4-4d9e-a988-756c6747abd6
ORCID for Stephen Theriault: ORCID iD orcid.org/0000-0002-7729-5527

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Date deposited: 22 Nov 2016 15:37
Last modified: 15 Mar 2024 06:05

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