三元约束元框架(TCMF):约束性基底语法与元周期律 / Ternary Constraint Meta-Framework (TCMF)。

中文摘要:本文提出三元约束元框架(TCMF),这是一个以“约束性”为唯一基底的理 论框架。TCMF 旨在为复杂系统提供一个元层次的认知基底——一套公理体系、一个共享的 数学结构(谱族),以及一个描述约束如何运作的底层语法(CBG)。框架澄清了“几何先验 论”的陷阱,指出几何是势差转移的轨迹形状,而物理常数是同一轨迹的量化数值。本文还 通过“魔方的动态旋转”隐喻,为规范场与自旋的涌现埋下了伏笔。 Abstract: This paper proposes the Ternary Constraint Meta-Framework (TCMF), a theoretical framework based solely on ”constraintness.” TCMF aims to provide a metalevel cognitive foundation for complex systems: an axiom system, a shared mathematical structure (spectral family), and a basal grammar (CBG) describing how constraints operate. The framework resolves the ”geometric apriorism” trap by clarifying that geometry is the trajectory shape of potential difference transfer, while physical constants are the quantified values of the same trajectory. It also foreshadows the emergence of gauge fields and spin through the metaphor of the ”dynamic rotation of a Rubik’s Cube.”