Abstract We present a variational formulation of structure formation and adaptive dynamics in physical, biological, and cognitive systems. System evolution is modeled as gradient flow on a free-energy functional subject to a thermodynamic entropy-production constraint. We demonstrate formal equivalence between this variational principle, nonlinear feedback dynamical systems, and established frameworks including Friston's free-energy principle and Jeans gravitational instability. The framework functions as a unifying meta-theoretical description and does not replace the underlying domain-specific theories. Stability conditions, phase transitions, and testable predictions are derived from the geometry of the free-energy landscape.
Angelito Enriquez Malicse (Thu,) studied this question.
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