The Primordiar Asymptote: A Theorem of Collapse and Constraint

This paper introduces the Primordiar Asymptote—a mathematically derived threshold in nonlinear oscillator networks where externally imposed coherence results in systemic collapse. Building on a modified Kuramoto model, the paper proves a structural divergence condition that affirms the Theory of Primordiarity and defines the limits of emergent stability. Relevant to complex systems, dynamical collapse, and mathematical physics.