Koszul duality and equivariant cohomology.

Franz, Matthias

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Let $G$ be a finite group. It was observed by L.S. Scull that the original definition of the equivariant minimality in the $G$ -connected case is incorrect because of an error concerning algebraic properties. In the $G$ -disconnected case the orbit category $𝒪 (G)$ was originally replaced by the category $𝒪 (G, X)$ with one object for each component of each fixed point simplicial subsets $X^{H}$ of a $G$ -simplicial set $X$ , for all subgroups $H \subseteq G$ . We redefine the equivariant minimality and redevelop some results on the...

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