We present a unified, parameter-free discrete geometric framework eliminating the need for hypothetical Dark Matter halos. By modeling galactic spacetime as a discrete spatial lattice and enforcing an information-theoretic data-packing boundary governed by a Topological Scaling Constant (φ ≈ 1. 618), observed anomalies in light bending and stellar velocities emerge deterministically as topological information latency. This framework undergoes a rigorous, three-pronged empirical audit with zero free parameters: Gravitational Lensing: Tested against 100 strong gravitational lenses from the NASA/HST SLACS dataset, the model predicts the information-theoretic bounding box radius (RBB, Einstein Ring Radius) with a consolidated global accuracy of 99. 17% (R² = 0. 9917). Galactic Kinematics: Tested against 100% of the SPARC database spanning 3, 391 spatiotemporal measurement points across all 175 Late-Type Galaxies (LTGs), and locking the universal stellar mass-to-light ratio (ϒ* = 0. 46), the model delivers an unfiltered global goodness-of-fit of 91. 5% (R² = 0. 9150) with zero localized curve-fitting. Macroscopic Cluster Lensing: Tested against massive galaxy clusters from the HST CLASH survey 10. Operating strictly on the observable baryonic mass fraction (~13%) with zero dark matter, the model predicts Einstein Ring radii with an exceptional 97. 1% structural parity (R²₁: 1 = 0. 9710) across all morphologically relaxed clusters. This demonstrates that geometric conservation scales flawlessly to the largest bound structures in the universe, provided the system maintains a unified spherical geometry. These results prove that cosmic rotation flattening and strong lensing anomalies are fundamental geometric conservation properties of the spacetime manifold, rendering invisible dark matter mathematically redundant.
Tomer Haimovich (2026) studied this question.