The Malicse Universal Principle: A Hamiltonian—Dynamical Law of Threshold Collapse and Controlled Transformation

We develop a generalized instability law describing collapse and transformation across constrained energy systems. Instability is defined as accumulated relational inconsistency in phase space. A finite threshold produces a nonlinear bifurcation into a new attractor basin. Lyapunov stability formalism is extended into Hamiltonian and Lagrangian dynamics. Conscious regulation is modeled as a feedback control force capable of altering bifurcation timing. The theory predicts universal precursors of collapse and provides a unifying description of physical, biological, and cognitive phase transitions.