Authors: C A Brannen
We use density matrices to explore the possibility that the various flavors of quarks and leptons are linear superpositions over a single particle whose symmetry follows the finite subgroup $S_4$ of the simple Lie group SO(3). We use density matrices which allow modeling of symmetry breaking over temperature, and can incorporate superselection sectors. We obtain three generations each consisting of the quarks and leptons and an SU(2) dark matter doublet. We apply the model to the Koide mass equations and propose extensions of the theory to other parts of the Standard Model and gravitation.
Comments: 59 Pages. As submitted to Foundations of Physics
[v1] 2017-08-22 23:03:33
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