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Type: Article
On the algebraic K-theory of mapping class groups and of the 5 string-braid group of the sphere
Abstract:
We give a formula for the algebraic K-theory groups , the integral group ring of the mapping class group of an orientable surface of finite type. We apply the formula for the case of the 5-punctured sphere and the braid group on 5 strings on the sphere to find a formula for lower algebraic K-groups of the group rings of these groups.
We give a formula for the algebraic K-theory groups , the integral group ring of the mapping class group of an orientable surface of finite type. We apply the formula for the case of the 5-punctured sphere and the braid group on 5 strings on the sphere to find a formula for lower algebraic K-groups of the group rings of these groups.
Keywords: Mapping class groups||Braid groups||K-theory|| Virtually cyclic groups
MSC: 20F36 57K20 19A31 19B28
19A31
19B28
Journal: Topology and its Applications
ISSN: 0166-8641
Year: 2025
Volume: 371
Pages: 109362
Revision: 1
Created: 2025-11-10 18:42:26
Modified: 2025-11-10 18:43:58
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