Material Structure Theory Based on Survival and Memory Dynamics:Chou Equation V1.0 and Its Instantiation at the Fundamental Particle Level

This paper proposes a unified dynamic framework for describing the evolution of the most fundamental structural units of matter (at the level of ke particles), termed the "Chou Equation". This framework is based on two core axioms: matter possesses an inherent "survival instinct" and the ability to maintain its stable structural patterns through "memory". We derive a system of coupled differential equations describing the evolution of survival intensity and memory intensity, and clarify their mathematical and physical connotations. By instantiating the equations and applying them to protons, neutrons, and electrons, we demonstrate that this framework can self-consistently explain key observed phenomena such as their absolute stability, β decay, intra-nuclear stability, and mass relationships, without introducing additional ad hoc assumptions. This theory interprets the properties of fundamental particles as emergent responses of their internal stable memory patterns under environmental effects, which does not violate existing physical laws, strictly adheres to real observational data and phenomena, and provides a new, pattern dynamics-based theoretical paradigm for understanding the origin and stability of material structures, serving as a supplement rather than a replacement for existing particle physics theories.