中文摘要 传统 11 维 M 理论与超弦理论存在物理图像根本性偏移,将相空间参数维度错误定义为客观真实物理空间维度,由此带来无法实验验证、自由模量泛滥、海量真空解等核心缺陷,长期难以落地宏观复杂系统计算。本文依托原创实虚二元场论、层级扰动体系、源权重归一化方法,对 11 维超引力数学框架进行工具化重构改造:一、剔除 “微观紧致高维物理空间” 原生理论假设;二、将固定 11 维时空结构重构为三维真实物理空间 + 一维演化时间 + N 组动态层级扰动参数维度,总维数随系统扰动源数量动态调整,摆脱 11 维数值桎梏;三、引入源权重归一规则,为所有扰动参数设立统一计量基准,消除多解问题;四、新增共轭黄金衰减约束项,定量描述高层级扰动向低层级逐层衰减的客观规律,完善模型边界条件。 改造后的数学框架完整保留 M 理论标曲率引力项、四阶场强非线性耦合项、陈 - 西蒙斯拓扑积分项三大核心数学结构,兼具多体共振、跨层级干涉、长期累积摄动的描述能力,可统一适配天体超大 N 体动力学、核聚变等离子体高自由度系统、宏观经济实虚二元场三大场景,实现一套拓扑数学工具贯通自然科学与社会复杂系统。本模型弥补了原生 M 理论缺少层级衰减约束、参数无主次划分的先天短板,物理图景贴合三维现实观测,具备定量推演、对标实测数据的落地潜力。 关键词:实虚二元场论;M 理论;动态维度;N 体系统;共轭黄金衰减;源权重归一;拓扑耦合 English Abstract Traditional 11-dimensional M-theory and superstring theory suffer from a fundamental deviation in physical interpretation: they misidentify parametric dimensions of phase space as objective real physical spatial dimensions. This leads to critical drawbacks including untestable predictions, massive free moduli, and an enormous landscape of vacuum solutions, making them inapplicable to macroscopic complex system calculations for a long time. Relying on the original Real-Virtual Binary Field Theory, hierarchical perturbation system and source weight normalization method, this paper reconstructs the mathematical framework of 11-dimensional supergravity as a reusable computational tool: 1) Eliminate the native hypothesis of "microscopically compactified high-dimensional physical space"; 2) Restructure the fixed 11-dimensional spacetime into a combination of 3-dimensional real physical space, 1-dimensional evolution time, and N groups of dynamic hierarchical perturbation parameter dimensions. The total dimension changes dynamically with the number of perturbation sources, breaking the rigid limit of 11 dimensions; 3) Introduce the source weight normalization rule to establish a unified measurement benchmark for all perturbation parameters and eliminate multiple solutions; 4) Add the conjugate golden decay constraint term to quantitatively describe the objective law that high-level perturbations decay layer by layer toward low levels, and perfect the boundary conditions of the model. The reconstructed mathematical framework completely retains three core mathematical structures of M-theory: the scalar curvature gravity term, the fourth-order field strength nonlinear coupling term, and the Chern-Simons topological integral term. It can describe multi-body resonance, cross-layer interference and long-term cumulative perturbation simultaneously. The framework is universally applicable to three major scenarios: ultra-large N-body celestial dynamics, high-degree-of-freedom nuclear fusion plasma systems, and macroeconomic real-virtual binary field systems, realizing the integration of natural science and social complex systems with a single set of topological mathematical tools. This model makes up for the inherent defects of original M-theory, namely the lack of hierarchical decay constraints and unclassified parameters without primary and secondary weights. Its physical image conforms to 3-dimensional real observations, with practical potential for quantitative deduction and comparison with measured data. Keywords: Real-Virtual Binary Field Theory; M-Theory; Dynamic Dimension; N-Body System; Conjugate Golden Decay; Source Weight Normalization; Topological Coupling
zhongqiang Liu (Mon,) studied this question.