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The relative L^2 index theorem for Galois coverings

By Moulay-Tahar Benameur
Given a Galois covering of complete spin manifolds where the base metric has PSC near infinity, we prove that for small enough epsilon > 0, the epsilon spectral projection of the Dirac operator has finite trace in the Atiyah von Neumann algebra. This allows us to define the L2 index... Show more
September 21, 2020
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The relative L^2 index theorem for Galois coverings
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