论文标题
魔术广场和三零纹理的狄拉克中微子
Magic square and three-zero textures for Dirac neutrinos
论文作者
论文摘要
我们显示了Dirac Neutminos $ m $的风味质量矩阵的矩阵分解为$ m = m'+m^0 $，其中$ m'$ obeys obeys obeys the Magic Square的功能和$ M^0 $是三零纹理。探索了魔术广场上下文中有利的三零纹理。事实证明，在魔术广场的背景下，所谓的中微子质量的正常顺序比倒下的顺序受到青睐。
We show a matrix decomposition of flavor mass matrix for Dirac neutrinos $M$ by sum as $M=M'+M^0$ where $M'$ obeys the feature of the magic square and $M^0$ is three-zero texture. The favorable three-zero textures in the context of magic square are explored. It turned out that so-called the normal ordering of neutrino masses is favored over the inverted ordering in the context of magic square.
