论文标题
$ a_5 $逆地图型模型，带有扰动的黄金比率混合
An $A_5$ inverse seesaw model with perturbed golden ratio mixing
论文作者
论文摘要
我们提出了一个基于$ A_5 $离散组的理论，该群体成功地说明了Lepton群众和混合。在提出的模型中，中微子质量是由逆向锯机构产生的。松弛混合的混合是由扰动的黄金比率混合模式组成的，在松弛的混合观测值之间产生了强相关性，可以表达为$θ_{13} $预测其他混合角度和DIRAC CP相。
We propose a theory based on the $A_5$ discrete group which successfully accounts for lepton masses and mixings. In the proposed model, the neutrino masses arise from an inverse seesaw mechanism. The leptonic mixing consists in a perturbed golden ratio mixing pattern with a strong correlation arising between the leptonic mixing observables, which can be expressed as $θ_{13}$ predicting the other mixing angles and the Dirac CP phase.
