The RO(G)-Graded Serre Spectral Sequence

Abstract

In this paper the Serre spectral sequence of Moerdijk and Svensson is extended from Bredon cohomology to RO(G)-graded cohomology for finite groups G. Special attention is paid to the case G=Z/2 where the spectral sequence is used to compute the cohomology of certain projective bundles and loop spaces.

References in corpus (1)

• A Freeness Theorem for RO(Z/2)-graded Cohomology