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On connective KO-theory of elementary abelian 2-groups

A general notion of detection is introduced and used in the study of the cohomology of elementary abelian 2-groups with respect to the spectra in the Postnikov tower of orthogonal K-theory. This recovers and extends results of Bruner and Greenlees and is related to calculations of the (co)homology of the spaces of the associated Omega-spectra by Stong and by Cowen Morton.

preprint2014arXivOpen access
Geoffrey Powell
math.AT
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Geoffrey Powell

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