Supersymmetric preon model fits electron-to-up-quark mass ratio at a chosen string tension, predicts down-to-up ratio from Pauli principle, gives neutrino mass via seesaw, and matches baryon asymmetry with fitted asymmetry parameter.
Electron-Electron Bound States in Maxwell-Chern-Simons-Proca QED3
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abstract
We start from a parity-breaking MCS QED$_{3}$ model with spontaneous breaking of the gauge symmetry as a framework for evaluation of the electron-electron interaction potential and for attainment of numerical values for the e-e bound state. Three expressions are obtained for the potential according to the polarization state of the scattered electrons. In an energy scale compatible with Condensed Matter electronic excitations, these three potentials become degenerated. The resulting potential is implemented in the Schrodinger equation and the variational method is applied to carry out the electronic binding energy. The resulting binding energies in the scale of 10-100 meV and a correlation length in the scale of 10-30 Angs. are possible indications that the MCS-QED$_{3}$ model adopted may be suitable to address an eventual case of e-e pairing in the presence of parity-symmetry breakdown. The data analyzed here suggest an energy scale of 10-100 meV to fix the breaking of the U(1)-symmetry. PACS numbers: 11.10.Kk 11.15.Ex 74.20.-z 74.72.-h ICEN-PS-01/17
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Quark and Lepton Masses, Baryon Asymmetry, and Neutrino Mass from a Supersymmetric Preon Model
Supersymmetric preon model fits electron-to-up-quark mass ratio at a chosen string tension, predicts down-to-up ratio from Pauli principle, gives neutrino mass via seesaw, and matches baryon asymmetry with fitted asymmetry parameter.