Modular Weights, U(1)'s and Mass Matrices
arXiv:hep-ph/9709510 · doi:10.1016/S0370-2693(97)01412-3
Abstract
We derive the scalar mass matrices in effective supergravity models augmented by a family symmetry. Simple relations between charges and modular weights of the superfields are derived and used to express the matrices with a minimum number of parameters. The model predicts a branching ratio for the process close to the present experimental limits.
LaTex file, 11 pages, 1 Figure.Typos corrected and a reference has been added. Accepted in Phys. Lett. B
Cited by in corpus (16)
- Modular Invariance Faces Precision Neutrino Data
- Multiple modular symmetries as the origin of flavour
- Neutrino Mixing and the Pattern of Supersymmetry Breaking
- Modular Invariant Models of Lepton Masses at Levels 4 and 5
- Lepton Flavour Violation In Supersymmetric Models with Trilinear R-parity Violation
- Neutrino Mixing and Flavour Changing Processes
- Automorphic Forms and Fermion Masses
- U(1) textures and Lepton Flavor Violation
- Lepton Flavour Violation in String-Inspired Models
- CP Symmetry and Symplectic Modular Invariance
- Relating Incomplete Data and Incomplete Theory
- Inverse seesaw in modular symmetry
- Predictions from scoto-seesaw with modular symmetry
- Flipped SU(5) with modular symmetry
- TeV Scale Leptogenesis in B-L Model with Alternative Cosmologies
- Type III seesaw under modular symmetry with leptogenesis