论文标题
扭曲的epivariant K理论的固定点分解
A Fixed Point Decomposition of Twisted Equivariant K-Theory
论文作者
论文摘要
我们将有限的$ g $ equivariant k理论（有限的$ g $ g $ g $ g $ g $ g $ g $ g $ g $ g $ g $ to）分解为固定点空间的循环基理论组。这概括了Atiyah和Segal的无缠绕的分解，以及Adem和Ruan的分解，从群体中产生了曲折。
We present a decomposition of rational twisted $G$-equivariant K-theory, $G$ a finite group, into cyclic group equivariant K-theory groups of fixed point spaces. This generalises the untwisted decomposition by Atiyah and Segal as well as the decomposition by Adem and Ruan for twists coming from group cocycles.
