Randomness Is Not Random: Fractal Self-Similar Stability in the Observer-Dependent Theory of Everything — Overview
Случайность не случайна: фрактальная самоподобная устойчивость в наблюдатель-зависимой теории всего — обзор
ODTOE reads observed randomness as the residual signature of deterministic φ-stability viewed externally. The golden ratio φ is the most irrational number under
ODTOE прочитывает наблюдаемую случайность как остаточную сигнатуру детерминированной φ-устойчивости, рассматриваемой извне. Золотое сечение φ — самое иррационал
详细摘要（English）显示
ODTOE reads observed randomness as the residual signature of deterministic φ-stability viewed externally. The golden ratio φ is the most irrational number under Greene's residue criterion for the destruction of invariant tori, giving φ-orbits maximal survival under perturbation (KAM); convergence to Ψ* is a Banach contraction of modulus q = φ−1, residue ε(d, n) = (π − 3)2 φ−|d−d0| (φ−1)n. The thesis inverts the arrow: stability observed without the contraction appears as randomness, matching random-matrix spectra and the Hurst relation H(S) = (1 + S)/2.