Computational Gravity and the Coupling Constant: Emergence of the Informational Attractor κ ≈ 2.3

This research formalizes the framework of Computational Gravity, proposing that information processing exhibits constraint-driven behavior analogous to physical dissipative systems. Through the Möbius Falsification Methodology, we report the stable emergence of a dimensionless informational coupling constant, κ_VP ≈ 2.3, across heterogeneous architectures. This work unifies concepts from Verlinde’s entropic gravity, Landauer’s limit, and information geometry to resolve structural inefficiencies in distributed consensus. This deposit includes three interconnected modules: 1. Computational Gravity (Theoretic-Mathematical Core), 2. Irrational-Phase Scheduling (Engineering and Latency Validation), and 3. Physical Interpretation (Cosmological Implications and Hubble Tension resolution).