Flexionization: Formal Theory of Dynamic Structural Equilibrium (V1.5)

Flexionization Theory V1.5 defines a formal mathematical model of dynamic structural equilibrium for multi-asset systems governed by internal corrective operators. The framework introduces a rigorous state space, deviation function Δ, structural indicator FXI, and an equilibrium operator E defining system dynamics independently of price, trading behavior, or external agents. The theory establishes axioms, stability conditions, convergence theorems, and edge-case scenarios, forming a structural foundation for decentralized protocols, controller architectures, and automated economic systems.