四科粒子基元融合饱和度趋势运算:FT-MMT体系下从粒子谱系到凝聚态记忆的统一相对标度框架
Within the framework of the FT-MMT system, this paper establishes a fusion-saturation trend-computation framework centered on the regular-tetrahedral primitive of four-branch (科) particles. This framework does not adopt the absolute dimensions of the International System of Units (SI); all quantitative results are defined as internally normalized relative scales and directional trends within the system. Taking the fusion saturation S as the core order parameter, and employing the fusion-saturation equation together with the equivalent memory-mass equation as the basic computational kernel, the framework performs a structure–weight analysis of the light-particle single-cluster steady-state spectrum consisting of neutrinos, electrons, and the proton/deuteron/triton nuclei. On this basis, the framework is extended toward condensed-matter mesoscopic systems: ① a dual-scale valence-electron reciprocation mechanism is introduced as the underlying dynamics of memory writing and external manifestation; ② a distinction is drawn between the "storage carrier" of memory (ionic/structural degrees of freedom) and the "manifestation carrier" of memory (electronic degrees of freedom), upgrading the manifestation weight from a static structural proportion to a dynamic reciprocation activity; ③ a testable criterion for the "motion is memory" axiom (path dependence + frustration freezing) is provided, citing such mature physical evidence as the frozen-core approximation in computational materials science, anelastic internal friction in solids, and spin-glass/glassy-state memory effects as directional references. This paper strictly declares that all numerical values and equations are internal deductive hypotheses of the system, not yet verified by dedicated controlled experiments, and possess falsifiability and room for subsequent experimental testing.
Authors
- Futao Zhao
Publication Details
- Journal
- Zenodo (CERN European Organization for Nuclear Research)
- Published
- 2026-10-27
- DOI
- https://doi.org/10.5281/zenodo.23679543
- Primary Topic
- Advanced Mathematical Theories and Applications
- Type
- preprint