SDRIS: The Geometric Unification of Space, Light and Matter

Abstract: Current physics treats the Electroweak Scale ($\sim 10^{-18}$ m) and the Cosmological Scale ($\sim 10^{26}$ m) as disparate domains governed by unrelated constants ($\theta_W$ and $H_0$). This paper proposes the "Static-Dynamic Recursive Information Space" (SDRIS), a geometric framework that unifies these scales via a single continuous scalar function $\Gamma(r)$. We demonstrate that the vacuum is not a static background, but a dynamic interference zone where the expanding time-stream (from the Bulk Singularity $N=408$) and the contracting space-stream (from the Cosmic Horizon $N=1$) intersect. The geometric evolution of this intersection accurately predicts: The Weak Mixing Angle: $\sin^2 \theta_W = 6/26 + \Delta_{Fermat} \approx 0.23122$ (Exact Match). The Fine-Structure Constant: $\alpha^{-1} \approx 137.036$ (via Recursive Refraction). The Hubble Tension: $H_L = H_G \times \sqrt[3]{4/\pi} \approx 73.05$ km/s/Mpc (99.98% Precision). Furthermore, we identify the global topology as a Quadruple-Möbius Ouroboros, which naturally derives the 11 dimensions of M-Theory ($3 + 4 \times 2$) from geometric first principles. We conclude that matter is not a fundamental entity, but the stable topological knot formed by chiral spacetime friction at the $N=26$ interference layer. Supplementary Material: This entry includes the complete Python validation suite (111_Maier-Lutz_SDRIS_Universal_Toolbox_v3.0.ipynb) containing the SDRIS Calculator for numerical verification and the SDRIS Unified Field engine for topological visualization.