Year: 1989
Type: article
Abstract: paper studies equivariant fixed point theory of G-complexes r,r'ith cellular methods. We introduce the uniaersal Lefschetz ring UL(G) and the Lefschetz ring L(G) of a compact Lie group G. They are both quotients of the set of G-endomorphisrns of finite G-complexes by an equivalence relation based on Lefschetz numbers-Ihe of the inclucecl maps on XE f WHo and XH. ring L(G) bears a similar relation to UL(G) as the Burnside ring A(G) to the universal additive invariant U(G). 'fhere is a commutative square of ring homomorphisms uL(G) 1
Source: Osaka Journal of Mathematics
DOI: 10.18910/7632
Authors: Erkki K. Laitinen, Wolfgang Lück
Language: English
Subfield: Mathematical Physics
Field: Mathematics
Domain: Physical Sciences
Open Access status: green
OpenAlex ID: W1876086257