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An $SU(2)_{L} imes U(1)_{Y} imes S_{3} imes D$ model for atmospheric and solar neutrino deficits

机译:$ sU(2)_ {L} \次U(1)_ {Y} \次s_ {3} \次D $模型   大气和太阳中微子缺乏

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摘要

Motivated by the recent Super-Kamiokande experiment on atmospheric and solarneutrino oscillation we propose a see-saw model of three generations ofneutrinos based on the gauge group $SU(2)_{L}\times U(1)_{Y}$ with discretesymmetries $(S_{3} \times D)$ and three right handed singlet neutrinos so thatthis model can accommodate the recent Super-Kamiokande data on atmospheric andsolar neutrino oscillations. The model predicts maximal mixing between$\nu_{\mu}$ and $\nu_{\tau}$ with $sin^{2}2{\theta_{\mu\tau}}$ = 1 as requiredby the atmospheric neutrino data and small mixing between $\nu_{e}$ and$\nu_{\mu}$ with $sin^{2}2{\theta_{e\mu}} \sim (10^{-2}-10^{-3})$ as a possibleexplanation of the solar neutrino deficit through the MSW mechanism. The modeladmits two mass scales of which one breaks the electroweak symmetry and theother is responsible for the breaking of the lepton number symmetry at GUTscale leading to small Majorana mass of the left handed doublet neutrinos.
机译:根据最近关于大气和太阳中微子振荡的超级神冈实验的动机,我们基于量规组$ SU(2)_ {L} \ times U(1)_ {Y} $提出了一个三代中微子的跷跷板模型。离散对称$(S_ {3} \ D)和三个右手单重态中微子,因此该模型可以容纳有关大气和太阳中微子振荡的最新Super-Kamiokande数据。该模型根据大气中微子数据的需要,预测$ \ nu _ {\ mu} $和$ \ nu _ {\ tau} $与$ sin ^ {2} 2 {\ theta _ {\ mu \ tau}} $ = 1的最大混合,这是大气中微子数据所要求的以及$ \ nu_ {e} $和$ \ nu _ {\ mu} $与$ sin ^ {2} 2 {\ theta_ {e \ mu}} \ sim(10 ^ {-2} -10 ^ { -3})$可能是通过MSW机制解释太阳中微子不足的原因。该模型允许两个质量标度,其中一个破坏电弱对称性,另一个导致GUT标度上的轻子数对称性破坏,从而导致左手双峰中微子的马约拉纳质量较小。

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