Abstract Global Complexity–Stability Theory (GCST) introduces a universal stability condition for dissipative complex systems: the index G = γ / (α C), where α is the complexity growth rate, γ is the dissipation rate, and C is structural complexity. Systems evolve toward the critical boundary Gc = 1, a state of maximal adaptability and sensitivity. The theory is anchored to fundamental constants c, G, ħ and derives the dark sector (ΩDM + Ω_Λ ≈ 0. 95) as accumulated structural debt D. A Lagrangian formulation, renormalization-group flow, and general covariance are provided. GCST unifies cosmology, galaxy dynamics, planetary habitability, and civilizational evolution, yielding testable predictions for Euclid, DESI, and Rubin Observatory.
Roman Lukin (Sat,) studied this question.
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