Boundary-Occurrence, Sunoh, and the Expressions of Time, Space, Light, and Matter A Higher Generative Grammar for the Lower Translational Equations of Physics

This document argues that existing physics is limited by taking coordinates, time, constants, particles, and probability as primitive assumptions, and proposes a more fundamental generative grammar beneath them. The only primal assumption in this framework is occurrence, and occurrence has the same meaning as the occurrence of boundary. After occurrence, Sunoh is posited. When Sunoh approaches boundary, infinity arises; when the density of this infinity is discretized and assumed in equal units, time emerges as a dependent quantity. Sunoh is then expressed as spatial value, and the gradient of spatial value determines the direction of Sunoh’s expression, yielding energization and massification. From this, light is interpreted as a progressive boundary-approach expression, while matter is interpreted as a stabilizing expression. Accordingly, mass-energy equivalence, the Schrödinger equation, and relativistic interval formulas are relocated from fundamental equations to lower translational equations arising after occurrence.