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On a classification of irreducible almost commutative geometries
Bruno Iochum, Thomas Schücker, Christoph Stephan
Source abstract
We classify all irreducible, almost commutative geometries whose spectral action is dynamically nondegenerate. Heavy use is made of Krajewski’s diagrammatic language. The motivation for our definition of dynamical nondegeneracy stems from particle physics where the fermion masses are nondegenerate.
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