Classification of three-generation models on magnetized orbifolds
arXiv:1501.02787 · doi:10.1016/j.nuclphysb.2015.03.004
Abstract
We classify the combinations of parameters which lead three generations of quarks and leptons in the framework of magnetized twisted orbifolds on , , and with allowing nonzero discretized Wilson line phases and Scherk-Schwarz phases. We also analyze two actual examples with nonzero phases leading to one-pair Higgs and five-pair Higgses and discuss the difference from the results without nonzero phases studied previously.
28 pages (main body and references) + 65 pages (full list of classification), 22 tables (v1); typos corrected, problem in sentence fixed (v2)
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- Realization of lepton masses and mixing angles from point interactions in an extra dimension
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Cited by in corpus (9)
- Zero-modes on orbifolds : magnetized orbifold models by modular transformation
- Classification of three generation models by orbifolding magnetized
- Zero-mode counting formula and zeros in orbifold compactifications
- Index theorem on orbifolds
- Supersymmetric models on magnetized orbifolds with flux-induced Fayet-Iliopoulos terms
- Toward Realistic Gauge-Higgs Grand Unification
- Majorana neutrino masses by D-brane instanton effects in magnetized orbifold models
- Three-generation solutions of equations of motion in heterotic supergravity
- Yukawa textures in modular symmetric vacuum of magnetized orbifold models