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The recent global analysis of three-flavor neutrino oscillation dataindicates that the {\it normal} neutrino mass ordering is favored over theinverted one at the $3\sigma$ level, and the best-fit values of the largestneutrino mixing angle $\theta^{}_{23}$ and the Dirac CP-violating phase$\delta$ are located in the higher octant and the third quadrant, respectively.We show that all these important issues can be naturally explained by the$\mu$-$\tau$ reflection symmetry breaking of massive neutrinos from a superhighenergy scale down to the electroweak scale due to the one-looprenormalization-group equations (RGEs) in the minimal supersymmetric standardmodel (MSSM). The complete parameter space is explored {\it for the first time}in both Majorana and Dirac cases, by allowing the smallest neutrino mass$m^{}_1$ and the MSSM parameter $\tan\beta$ to vary in their reasonableregions.

chinese physics c, high energy physics and nuclear physics/chinese physics c

Correlation of normal neutrino mass ordering with upper octant of  $\theta^{}_{23}$ and third quadrant of $\delta$ via RGE-induced $\mu$-$\tau$  symmetry breaking