Connes-Landi Deformation of Spectral Triples

Published 23 Jun 2010 in math.OA | (1006.4420v1)

Abstract: We describe a way to deform spectral triples with a 2-torus action and a real deformation parameter, motivated by deformation of manifolds after Connes-Landi. Such deformations are shown to have naturally isomorphic $K$-theoretic invariants independent of the deformation parameter.

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Authors (1)

Makoto Yamashita

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