Informational Normalization in Discrete Grids: A Non-Singular Interpretation of Galactic Center Dynamics

This research provides a computational resolution to the mathematical singularities found in standard relativistic models of galactic centers. By transitioning from a continuous spacetime manifold to a discrete informational grid characterized by a resolution constant i=10⁻⁴, the paper demonstrates that gravitational potential reaches a finite saturation point, termed "Grid Tension" (FHV). Utilizing the Anadihilo synchronization logic, the study models supermassive cores as multidimensional informational ruptures or "Hyper-Vortices." Key highlights include: Singularity Resolution: Eliminating infinite density through discrete grid saturation. M87 Case Study:* Deriving a stable core tension of 1.06 × 10⁻¹⁷ m^2/s^2 for the M87* galactic center. Visibility Paradox: Explaining relativistic jet manifestation as an informational phase transition. Dark Matter: Reinterpreting galactic rotation curves through "Grid Drag" and informational viscosity. This work belongs to the Anadihilo 2026 Series and establishes a non-singular framework for future astrophysical modeling and information theory.