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Theoretical framework models adaptation processes across organizational and artificial intelligence systems, indicating broader implications.
he Universal Adaptation Framework (UAF) proposes a unifying mathematical perspective on adaptation across artificial intelligence, Bayesian inference, evolutionary dynamics, organizations, markets, collective intelligence systems, and civilizational learning. The framework models adaptive systems as positive measures transformed by evidence operators and projective renormalization, yielding a universal adaptation equation: ρ → Eρ → Eρ/∫Eρ The work introduces a collection of theoretical constructs including Adaptive Capital, Information Debt, Inferential Friction, Organizational Entropy, Collective Intelligence Manifolds, Adaptation Efficiency, Adaptation Lag, Information Momentum, Organizational Curvature, Information Phase Transitions, and Universal Adaptive Intelligence. The framework argues that adaptation may be more fundamental than probability, optimization, learning, evolution, or intelligence, and proposes a research program connecting information theory, information geometry, complex systems, management science, economics, organizational learning, artificial intelligence, and collective intelligence.
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A Chaudhary (2026) studied this question.
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