Gravity as Observer Synchronization: Deriving the Gravitational Constant from ODTOE First Principles — Overview
Гравитация как синхронизация наблюдателей: вывод гравитационной постоянной из первых принципов ODTOE — обзор
Derivation of gravitational constant G from first principles of ODTOE as geometric consequence of informational architecture of reality. Gravity interpreted as
Вывод гравитационной постоянной G из первых принципов ODTOE как геометрического следствия информационной архитектуры реальности. Гравитация интерпретируется как
关于本视频
Derivation of gravitational constant G from first principles of ODTOE as geometric consequence of informational architecture of reality. Gravity interpreted as fourth information operation — SYNC (synchronization) — which aligns observers on adjacent recursion levels of φ-torus. Configuration inertia I(C) is geometric foundation of mass; Newton's force emerges as result of synchronization pulses between levels with intensity proportional to product of inertias. Novel formula for G derived through spectral density of φ-torus modes and coherence factor Φ_G(φ, S, d) depending on structure constant and logarithmic architecture parameters. For macroscopic values S→1, formula reproduces standard value; for S<1 predicts coherence corrections to gravitational interaction. Equivalence principle derived from coincidence of configuration inertias at different levels connected to KAM structure scaling.