Spontaneous breaking of SO(3) to finite family symmetries with supersymmetry — an A 4 model
We discuss the breaking of SO(3) down to finite family symmetries such as A4, S4 and A5 using supersymmetric potentials for the first time. We analyse in detail the case of supersymmetric A4 and its finite subgroups Z3 and Z2. We then propose a supersymmetric A4 model of leptons along these lines, o...
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| Published in | The journal of high energy physics Vol. 2018; no. 11; pp. 1 - 40 |
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| Main Authors | , |
| Format | Journal Article |
| Language | English |
| Published |
Heidelberg
Springer Nature B.V
01.11.2018
SpringerOpen |
| Subjects | |
| Online Access | Get full text |
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| Abstract | We discuss the breaking of SO(3) down to finite family symmetries such as A4, S4 and A5 using supersymmetric potentials for the first time. We analyse in detail the case of supersymmetric A4 and its finite subgroups Z3 and Z2. We then propose a supersymmetric A4 model of leptons along these lines, originating from SO(3) × U(1), which leads to a phenomenologically acceptable pattern of lepton mixing and masses once subleading corrections are taken into account. We also discuss the phenomenological consequences of having a gauged SO(3), leading to massive gauge bosons, and show that all domain wall problems are resolved in this model. |
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| AbstractList | Abstract We discuss the breaking of SO(3) down to finite family symmetries such as A 4, S 4 and A 5 using supersymmetric potentials for the first time. We analyse in detail the case of supersymmetric A 4 and its finite subgroups Z 3 and Z 2. We then propose a supersymmetric A 4 model of leptons along these lines, originating from SO(3) × U(1), which leads to a phenomenologically acceptable pattern of lepton mixing and masses once subleading corrections are taken into account. We also discuss the phenomenological consequences of having a gauged SO(3), leading to massive gauge bosons, and show that all domain wall problems are resolved in this model. We discuss the breaking of SO(3) down to finite family symmetries such as A4, S4 and A5 using supersymmetric potentials for the first time. We analyse in detail the case of supersymmetric A4 and its finite subgroups Z3 and Z2. We then propose a supersymmetric A4 model of leptons along these lines, originating from SO(3) × U(1), which leads to a phenomenologically acceptable pattern of lepton mixing and masses once subleading corrections are taken into account. We also discuss the phenomenological consequences of having a gauged SO(3), leading to massive gauge bosons, and show that all domain wall problems are resolved in this model. |
| Author | Ye-Ling, Zhou King, Stephen F |
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| Copyright | Journal of High Energy Physics is a copyright of Springer, (2018). All Rights Reserved. |
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| DOI | 10.1007/JHEP11(2018)173 |
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| SubjectTerms | Bosons Discrete Symmetries Domain walls Gauge Symmetry High energy physics Leptons Neutrino Physics Subgroups Supersymmetric Effective Theories Supersymmetry |
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| Title | Spontaneous breaking of SO(3) to finite family symmetries with supersymmetry — an A 4 model |
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