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Type: Article
The Algebraic K-theory of the group ring of the Klein bottle group
Abstract:
Let K denote the Klein bottle. We compute the algebraic K-theory groups of the ring Z[?1(K)] in terms of the algebraic K-theory groups of the integers. Following the same arguments, we do the same for the ring Z[?1(Ng)], where Ng denotes a nonorientable closed surface of genus g>2.
Let K denote the Klein bottle. We compute the algebraic K-theory groups of the ring Z[?1(K)] in terms of the algebraic K-theory groups of the integers. Following the same arguments, we do the same for the ring Z[?1(Ng)], where Ng denotes a nonorientable closed surface of genus g>2.
Keywords: Asymptotic Dimension; Baum-Connes Conjecture; K-Theory
Journal: Topology and its Applications
ISSN: 0166-8641
Year: 2021
Volume: 293
Pages: 107562



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