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中微子混合角计算(正十二面体 H₃群 + Jones 多项式计算)4

Authors: liu, xudong; liu, gaoyuan; wang, fang;

中微子混合角计算(正十二面体 H₃群 + Jones 多项式计算)4

Abstract

摘要:本文基于正十二面体的三维关联几何量(棱心角、面心 - 顶点角等),结合多面体链环的 Jones 多项式拓扑不变量,建立 “几何根源 - 拓扑描述 - 物理观测” 的完整关联链路。通过明确 Jones 多项式的关键推导公式与数值计算,在无拟合、无近似、无额外假设的条件下,统一导出中微子混合角 (太阳角)、 (大气角)、 (反应堆角)与 CP 破坏角 。所有角度均为 H₃群下的刚性拓扑几何量,理论值与 2025 年 Particle Data Group(PDG)最新实验数据高度吻合,实现了味混合理论的几何、拓扑与物理三重统一。本文与《关于夸克混合角 4》的框架结构与符号体系一致,为夸克 - 中微子味混合统一理论提供了完整的中微子侧推导。

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