The K\"unneth Theorem in equivariant K-theory for actions of a cyclic group of order 2
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🧮 math.KT
math.ATmath.OA
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equivariantk-theorycyclicgroupordertheoremunnethwhen
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The K\"unneth Theorem for equivariant (complex) K-theory K^*_G, in the form developed by Hodgkin and others, fails dramatically when G is a finite group, and even when G is cyclic of order 2. We remedy this situation in this very simplest case G = Z/2 by using the power of RO(G)-graded equivariant K-theory.
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