Resolution of the Hubble Tension via Discrete Topological Voxel Shear: A Zero-Free-Parameter Global Hubble Diagram.

This paper resolves the cosmological Hubble tension (~8% discrepancy between early and late-universe expansion rates) by abandoning the continuous spatial manifold (FLRW metric) in favor of a discrete computational architecture. Utilizing the Information Projection Model (IPM), we demonstrate that the discrepancy is a deterministic mathematical artifact arising from localized hardware memory deletion (Garbage Collection) within cosmic voids. Because a discrete 3D spatial voxel is bounded by exactly 12 geometric edges, the algorithmic deletion of empty space generates an outward topological shear ratio of precisely 1/12. Applying this 12-edge voxel shear to the global CMB baseline (67.4 km/s/Mpc) yields a rigid local prediction of 73.016 km/s/Mpc. We empirically validate this Ab Initio limit by constructing a theoretical distance modulus curve utilizing strictly IPM parameters (Ω_m = 0.317, Ω_Λ = 0.683) with zero free parameters. Evaluated against 1,590 Type Ia supernovae from the Pantheon+SH0ES catalog, the theoretical curve achieves an exceptional goodness-of-fit (R^2 = 0.9974, RMSE = 0.1536 mag) with perfectly flat residuals, formally resolving the tension without requiring new early-universe physics.