Ontological Proof of the Riemann Hypothesis Based on YD-T64 and the True-Circle Self-Consistency Axiom System

This paper presents an ontological proof of the Riemann Hypothesis by integrating the True-Circle Self-Consistency (TCSC) axiom system with the 64-dimensional compact torus model (YD-T64). We model the universe as T^64 = (S¹) ^64, whose dimensionality corresponds to the complete holographic encoding (2⁶ = 64). Under the strict constraints of the TCSC axioms (Closure, Self-Referential Stability, and Generative Completeness), the Riemann function is reconstructed as a self-referential harmonic operator on T^64. We prove that the critical line Re (s) = 1/2 is the unique global attractor of this dynamical system. Any non-trivial zero deviating from this line would violate causal closure, contraction mapping, and holographic isomorphism, contradicting the existence of the universe as an absolutely isolated self-consistent system. This establishes the Riemann Hypothesis as the necessary arithmetic signature of 64-dimensional cosmic topological symmetry within the YuanXian (Meta-Constitution) framework. 本文将真圆自洽性 (TCSC) 公理体系与 64 维紧致环面 (YD-T64) 模型深度融合, 为黎曼猜想提供了一种本体论层面的完备证明。我们将宇宙本体建模为 T^64 = (S¹) ^64, 其维度对应全息结构的完备编码 (2⁶ = 64) 。在 TCSC 三大公理 (闭合性、自指稳定性、生成完备性) 的约束下, 黎曼 函数被重构为 T^64 上的自指调和算子。通过证明临界线 Re (s) = 1/2 是该自指动力系统的唯一全局吸引子, 本文表明任何偏离临界线的非平凡零点都将破坏系统的因果闭合性、压缩映射性质与全息同构, 与宇宙作为绝对孤立自洽系统的存在事实相矛盾。本证明将黎曼猜想确立为 64 维宇宙拓扑对称性的必然算术签名。