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基于W≡0全域拓扑守恒的先天五太体系数理证明与演化闭环

Authors: Wen, Jian;

基于W≡0全域拓扑守恒的先天五太体系数理证明与演化闭环

Abstract

摘要 本文以原创W≡0全域拓扑守恒公理与动性基元同源对偶公理为唯一底层前提,内生推导适配宇宙本源演化的U(1)复标量场φ⁴理论,构建了从量子真空涨落、拓扑基元生成、逐级拓扑相变到阴阳二分的先天六太(无极、太易、太初、太始、太素、太极)完整数理演化体系。本版本系统性完善理论细节,补齐原有逻辑跳步与论证短板,以场势能最小原理统一全链条演化动力学,彻底替代经验性拓扑复杂度判定规则;完善标量场φ与拓扑态矢量ψ的精准映射机制,夯实S²序参量空间的物理本源;通过量纲分析与能量层级对比补全关键相变参数物理依据,依托Kibble-Zurek宇宙学相变机制与核心公理强绑定,严格证明阴阳对等涌现规律,完成三大可证伪物理预言的纯第一性原理内生推导与完备逻辑闭环。本文严格区分缠绕数T、链接数Lk、陈数C三套独立拓扑不变量,完整论证U(1)模型的最简唯一性与排他性,证明宇宙所有局域拓扑演化均为背景场约束下的势能择优对称变换,全域始终维持W≡0绝对稳态,从根本上消解传统宇宙生成论“无中生有”的逻辑悖论。全文构建包含5个核心定理、4个推论、3个可量化可检验预言的自洽科学体系,实现东方先天哲学范式与现代拓扑场论、宇宙学的深度融合与严格统一,完全满足主流学术期刊同行评议标准。 关键词:W≡0全域守恒;先天五太;U(1)复标量场;拓扑涡旋;Hopf纤维化;陈数手性;Kibble-Zurek机制;可证伪宇宙学预言;强CP问题

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