Anti-Lock Collapse Law

The Anti-Lock Collapse Law introduces a universal dynamical mechanism in which collapse is triggered not by decoherence or loss of phase coherence, but by excessive persistence of modal dominance accumulated through history-load. When the participation ratio of a system drops below a critical threshold, a deterministic collapse operator redistributes amplitude and restores multi-modal dynamics. This framework unifies gravitational collapse, quantum–to–macroscopic transitions, and radio–to–optical spectral ordering through a single algebraic law. The model yields testable predictions across astrophysical and laboratory systems, including the systematic sequence radio → optical during runaway collapse and optical → radio during stabilizing collapse. Numerical simulations and observational datasets provide independent support for a universal collapse law grounded in modal complexity.