The Standard Model a la Connes-Lott

Abstract

The relations among coupling constants and masses in the standard model à la Connes-Lott with general scalar product are computed in detail. We find a relation between the top and the Higgs masses. For $m_t=174\pm 22GeV$ it yields $m_H=277\pm 40GeV$. The Connes-Lott theory privileges the masses $m_t=160.4GeV$ and $m_H=251.8GeV$.

20 pages, LaTeX

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• The Standard Model within Non-associative Geometry
• A survey of spectral models of gravity coupled to matter
• On stability of Friedmann-Lemaître-Robertson-Walker solutions in doubled geometries
• Spectral interaction between universes
• Dirac Type Gauge Theories and the Mass of the Higgs Boson
• Quantum field theory on a discrete space and noncommutative geometry
• A Tour through Non-Associative Geometry
• Z_2-Bi-Gradings, Majorana Modules and the Standard Model Action
• Noncommutative Geometry: Calculation of the Standard Model Lagrangian
• Inverse Limits of Noncommutative Covering Projections
• Inverse Limits of Spectral Triples