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math-ph2012
-deformation, affine group and spectral triples
B. Iochum, T. Masson, A. Sitarz
A regular spectral triple is proposed for a two-dimensional -deformation. It is based on the naturally associated affine group , a smooth subalgebra of , and an opera…
math-ph2012★ 10 cited
Global and local aspects of spectral actions
Bruno Iochum, Cyril Levy, Dmitri Vassilevich
The principal object in noncommutatve geometry is the spectral triple consisting of an algebra A, a Hilbert space H, and a Dirac operator D. Field theories are incorporated in this…