Geometric Tate-Swan cohomology of equivariant spectra
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geometriccohomologyequivariantspectratate-swanactionsapplicationsapproach
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We sketch a quick and dirty geometric approach to the Tate-Swan cohomology of equivariant spectra, illustrating it with conjectural applications to Atiyah-Segal $K$-theory of circle actions, and a possible geometric model for the topological cyclic homology of the sphere spectrum.
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