论文标题
特征向量 - 元素价值身份和调味物理的应用
Eigenvector-eigenvalue identities and an application to flavor physics
论文作者
论文摘要
特征向量 - 元素价值的身份扩展到包括一般混合参数。获得了一些简单的关系，它们揭示了特征值和混合参数之间连接的复杂纹理。置换对称（$ s_ {3} \ times s_ {3} $）在我们的分析中起着必不可少的作用。这是理解我们结果的指导原则 - 所有这些原则都是置换量的张量方程。
The eigenvector-eigenvalue identities are expanded to include general mixing parameters. Some simple relations are obtained and they reveal an intricate texture of connections between the eigenvalues and the mixing parameters. Permutation symmetry ($S_{3}\times S_{3}$) plays an indispensable role in our analysis. It is the guiding principle for the understanding of our results -- all of them are tensor equations under permutation.
