丑式方程V1.0的定量验证：质子、中子与电子磁矩的统一拓扑解

This paper is based on the established theoretical framework of "Survival and Memory Dynamics" - Chou - style Equation V1.0 [1]. For the first time, it quantitatively instantiates this framework to the electromagnetic response properties of elementary particles. Under the ontological premise that Ko - particles are unobservable underlying entities, we regard protons, neutrons, and electrons as different topological excited states of Ko - particles. Moreover, we map the memory mode M and the environment interaction term σ(M,E) in the Chou - style Equation to the topological parameters that determine the magnetic moment of particles: the rotation efficiency factor f, the symmetry factor S, and the mode symbol η. From this, a specific formula for the magnetic moment response within the framework of the Chou - style Equation is derived. By using the recommended values from the Particle Data Group (PDG) in 2024 for parameter calibration, this formula reproduces the anomalous magnetic moments (Δg p​ ,Δg n​ ,Δg e​ ) of protons, neutrons, and electrons with an accuracy of the order of 10 −15 . This result strongly validates the ability of the Chou - style Equation V1.0 to describe the intrinsic properties of elementary particles, achieving a crucial leap from a theoretical framework to high - precision quantitative prediction. Meanwhile, this work provides a verified and reliable microscopic electromagnetic response input module for the higher - level Yin - style Equation (element consciousness intensity) in the system.