14 citations · 14 across the 2 of their papers we have counts for
8 papers
Krajewski diagrams and spin lifts
Thomas Schucker
A classification of irreducible, dynamically non-degenerate, almost commutative spectral triples is refined. It is extended to include centrally extended spin lifts. Simultaneously…
Noncommutative geometry and the standard model
Thomas Schucker
The aim of this contribution is to explain how Connes derives the standard model of electromagnetic, weak and strong forces from noncommutative geometry. The reader is supposed to…
Forces from noncommutative geometry
T. Schucker
Einstein derived general relativity from Riemannian geometry. Connes extends this derivation to noncommutative geometry and obtains electro-magnetic, weak and strong forces. These…
Spectral action beyond the standard model
Thomas Schucker, Sami Zouzou
We rehabilitate the M_1(C)+ M_2(C)+ M_3(C) model of electro-magnetic, weak and strong forces as an almost commutative geometry in the setting of the spectral action.
Spin group and almost commutative geometry
Thomas Schucker
For Connes' spectral triples, the group of automorphisms lifted to the Hilbert space is defined and used to fluctuate the metric. A few commutative examples are presented including…
Standard model and unimodularity condition
Serge Lazzarini, Thomas Schucker
The unimodularity condition in Connes' formulation of the standard model is rewritten in terms of group representations.