A complete survey of texture zeros in general and symmetric quark mass matrices
arXiv:1501.04942 · doi:10.1016/j.physletb.2015.03.033
Abstract
We perform a systematic analysis of all possible texture zeros in general and symmetric quark mass matrices. Using the values of masses and mixing parameters at the electroweak scale, we identify for both cases the maximally restrictive viable textures. Furthermore, we investigate the predictive power of these textures by applying a numerical predictivity measure recently defined by us. With this measure we find no predictive textures among the viable general quark mass matrices, while in the case of symmetric quark mass matrices most of the 15 maximally restrictive textures are predictive with respect to one or more light quark masses.
11 pages, no figures
References in corpus (11)
- Big-Bang Nucleosynthesis
- Updated Values of Running Quark and Lepton Masses
- Fermion Masses in SO(10) Models
- A complete survey of texture zeros in the lepton mass matrices
- Weak Basis Transformations and Texture Zeros in the Leptonic Sector
- Fermion masses and mixings in a renormalizable SO(10) x Z_2 GUT
- Scaling in the Neutrino Mass Matrix
- Abelian realization of phenomenological two-zero neutrino textures
- A renormalizable SO(10) GUT scenario with spontaneous CP violation
- Clues towards unified textures
- New textures for the lepton mass matrices
Cited by in corpus (10)
- Modular symmetry origin of texture zeros and quark lepton unification
- Texture-zero patterns of lepton mass matrices from modular symmetry
- More about unphysical zeroes in quark mass matrices
- New texture-zero models for lepton mixing
- Exploring the predictability of symmetric texture zeros in quark mass matrices
- Implications of and for texture specific lepton mass matrices and decay
- A minimal axion model for mass matrices with five texture-zeros
- Flavored Peccei-Quinn symmetries in the minimal DFSZ model
- Minimal U(1) two-Higgs-doublet models for quark and lepton flavour
- Minimal structure for neutrino mass matrix