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Connecting Majorana phases to the geometric parameters of the Majorana unitarity triangle in a neutrino mass matrix model

机译:在中微子质量矩阵模型中将马约拉纳相连接到马约拉纳geometric三角形的几何参数

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We have investigated a possible connection between the Majorana phases and geometric parameters of Majorana unitarity triangle (MT) in two-texture zero neutrino mass matrix. Such analytical relations can, also, be obtained for other theoretical models viz. hybrid textures, neutrino mass matrix with vanishing minors and have profound implications for geometric description of C P violation. As an example, we have considered the two-texture zero neutrino mass model to obtain a relation between Majorana phases and MT parameters that may be probed in various lepton number violating processes. In particular, we find that Majorana phases depend on only one of the three interior angles of the MT in each class of two-texture zero neutrino mass matrix. We have also constructed the MT for class A , B , and C neutrino mass matrices. Nonvanishing areas and nontrivial orientations of these Majorana unitarity triangles indicate nonzero C P violation as a generic feature of this class of mass models.
机译:我们研究了在两种纹理的零中微子质量矩阵中,马约拉纳相和马约拉纳统一三角形(MT)的几何参数之间的可能联系。对于其他理论模型也可以得到这种分析关系。杂化纹理,中微子质量矩阵消失,对C P违反的几何描述具有深远的意义。例如,我们考虑了两个纹理的零中微子质量模型,以获得马约拉纳相与MT参数之间的关系,该关系可以在各种轻子数违反过程中探查。特别是,我们发现,马约拉纳邦相仅取决于MT的三个内角之一,该内角在每类两个纹理的零中微子质量矩阵中。我们还为A,B和C类中微子质量矩阵构造了MT。这些Majorana统一性三角形的不消失区域和不平凡的方向表明非零C P违规是此类质量模型的通用特征。

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