Neutrino mixing from the double tetrahedral group T^{\prime}

Abstract

It is shown that it is possible to create successful models of flavor for both quarks and leptons using the discrete non-abelian group $T^{\prime }$ by itself. Two simple realizations are presented that can be used as the starting point for more general scenarios. In addition to the Minimal Supersymmetric Standard Model particle content, the models include three generations of right handed neutrinos and four scalar flavon fields. Three of the flavons are needed in the quark and charged lepton sector of the models and the fourth flavon participates only in the neutrino sector.

4 pages, no figures. References added and minor typos corrected. Version to appear in PRD

References in corpus (3)

• Predictive flavour symmetries of the neutrino mass matrix
• Flavor Symmetry for Quarks and Leptons
• Models of Neutrino Masses and Mixing

Cited by in corpus (9)

• Parametrizing the lepton mixing matrix in terms of deviations from tri-bimaximal mixing
• Simple Finite Non-Abelian Flavor Groups
• Fermion Mass Hierarchies and Flavor Mixing from $T^{\prime }$ Symmetry
• Group space scan of flavor symmetries for nearly tribimaximal lepton mixing
• Mapping out SU(5) GUTs with non-Abelian discrete flavor symmetries
• Model-Independent Analysis of Tri-bimaximal Mixing -- a Softly-Broken Hidden or an Accidental Symmetry?
• Fermion masses and neutrino mixing in an U(1)_H flavor symmetry model with hierarchical radiative generation for light charged fermion masses
• Relations Between Standard Model Parameters from $T^{{}^{\prime }}$ Flavor Symmetry
• Deviation from Tri-Bimaximal Neutrino mixing from the Charged Lepton Sector