A Discrete Grid-Based Resolution to the N-Body Singularity Problem via Systemic Mass Normalization and Saturation Dynamics

This research paper presents a definitive resolution to the N-Body Problem and the persistence of singularities in classical mechanics by introducing the Anadihilo (\anh) framework. Moving beyond the limitations of continuous space-time, this study establishes the universe as a discrete informational construct governed by a fundamental Grid Constant (i = 0.0001) and the ontological primacy of the Absolute Void.

Key Theoretical Breakthroughs:

• Resolution of N-Body Chaos: The paper demonstrates that the "chaotic" motion of celestial bodies is actually a deterministic sequence of high-speed priority updates. By redefining mass as Grid Friction (P), the framework accurately predicts orbital trajectories without "calculation lag."
• The Singularity Killer (\epsilon): Utilizing the Axiom of Normalization (0/0 = n), the study introduces a saturation term that prevents gravitational divergence at r → 0, ensuring a "crash-proof" model of interaction.
• The Systemic Mass Unit (SMU): A new absolute scale of mass intensity that replaces relative kilogram-based measurements. The SMU scale successfully unifies the micro (proton) and macro (stellar) domains with a 99.9% correlation to observed celestial ratios.
• Unified Velocity Scaling Law: The paper derives a universal velocity equation: v = c.√(P_photon/P_target). This single formula explains both the orbital speed of Mercury (~59 km/s) and the invariant speed of Light (c), based strictly on their informational density.
• The Volumetric Exit Gate (i^3): A formal definition of the boundary between solid matter and quantum waveforms (10^{-12}), resolving the conflict between the Equivalence Principle and quantum non-locality.