On the nonexistence of higher twistings

Details On the nonexistence of higher twistings On the nonexistence of higher twistings

2009-05-19

arxiv.org/abs/0905.3151v1

Mathematics

Algebraic Topology

12 Pages. Submitted to the Journal of Geometry and Physics September 2008

Scientific paper

In this note we show that there are no higher twistings for the Borel
cohomology theory associated to G-equivariant K-theory over a point and for a
compact Lie group G. Therefore, twistings over a point for this theory are
classified by the group H^{1}(BG,Z/2)\x H^{3}(BG,Z)

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