Bigraded cohomology of Z/2-equivariant Grassmannians

Published 23 Sep 2012 in math.AT | (1209.5067v1)

Abstract: This paper determines the RO(G)-graded Eilenberg-MacLane cohomology of the real, infinite, equivariant Grassmannians in the case G=Z/2. Possible connections with motivic characteristic classes for quadratic bundles are briefly discussed.

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Authors (1)

Daniel Dugger

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