In this paper, we attempt to implement the neutrino $\mu$-$\tau$ reflectionsymmetry (which predicts $\theta^{}_{23} = \pi/4$ and $\delta = \pm \pi/2$ aswell as trivial Majorana phases) in the minimal seesaw (which enables us to fixthe neutrino masses). For some direct (the preliminary experimental hintstowards $\theta^{}_{23} \neq \pi/4$ and $\delta \neq - \pi/2$) and indirect(inclusion of the renormalization group equation effect and implementation ofthe leptogenesis mechanism) reasons, we particularly study the breakings ofthis symmetry and their phenomenological consequences.
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机译：在本文中，我们尝试实现中微子$ \ mu $-$ \ tau $反射对称性（预测$ \ theta ^ {} _ {23} = \ pi / 4 $和$ \ delta = \ pm \ pi / 2以及最小的跷跷板中的琐碎的Majorana相）（这使我们能够固定中微子质量）。对于一些直接的（初步实验暗示$ \ theta ^ {} _ {23} \ neq \ pi / 4 $和$ \ delta \ neq-\ pi / 2 $）和间接的（包括重整化组方程的效果和实现）原因），我们特别研究这种对称性的破坏及其现象学后果。
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