Browsing by Author "Wingerter, Akin"

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    A Minimal Model of Neutrino Flavor
    (2012-07) Luhn, Christoph; Parattu, Krishna Mohan; Wingerter, Akin
    Models of neutrino mass which attempt to describe the observed lepton mixing pat- tern are typically based on discrete family symmetries with a non-Abelian and one or more Abelian factors. The latter so-called shaping symmetries are imposed in order to yield a realistic phenomenology by forbidding unwanted operators. Here we propose a supersymmetric model of neutrino avor which is based on the group T7 and does not require extra ZN or U(1) factors, which makes it the smallest realistic family symmetry that has been considered so far. At leading order, the model pre- dicts tribimaximal mixing which arises completely accidentally from a combination of the T7 Clebsch-Gordan coe cients and suitable avon alignments. Next-to-leading order (NLO) operators break the simple tribimaximal structure and render the model compatible with the recent results of the Daya Bay and Reno collaborations which have measured a reactor angle of around 9 . Problematic NLO deviations of the other two mixing angles can be controlled in an ultraviolet completion of the model.