Analysis of Quark Mixing Using Binary Tetrahedral Flavor Symmetry

Abstract

Using the binary tetrahedral group $T^{{}^{\prime }}$, the three angles and phase of the quark CKM mixing matrix are pursued by symmetry-breaking which involves $T^{{}^{\prime }}$-doublet VEVs and the Chen-Mahanthappa CP-violation mechanism. The NMRT${}^{{}^{\prime }}$M, Next-to-Minimal-Renormalizable -T${}^{{}^{\prime }}$-Model is described, and its one parameter comparison to experimental data is explored.

14 pages latex. Two .eps figures included

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Cited by in corpus (13)

• A 3-3-1 model with low scale seesaw mechanisms
• Quartification with T' Flavor
• Littlest Inverse Seesaw Model
• Lepton masses and mixings in a $T^{\prime }$ flavoured 3-3-1 model with type I and II seesaw mechanisms
• "Heterotic" Discrete Flavor Model
• Dark Matter from Binary Tetrahedral Flavor Symmetry
• Nonzero theta_13 signals nonmaximal atmospheric neutrino mixing
• LHC Higgs Production and Decay in the T' Model
• $\Delta \left(27\right)$ flavor singlet-triplet Higgs model for fermion masses and mixings
• Neutrino Mass and Flavour Models
• Electron and Muon $g-2$ Contributions from the $T^{\prime }$ Higgs Sector
• Symmetryless Dark Matter
• 50 Years of Neutrino Physics