La Profilée - Adaptive Statics: The Conditions of Change

Classical theory cannot describe a fundamental class of systems: those that continuously transform and yet remain the same system. It has statics — no transformation. It has dynamics — transformation without structural identity constraints. Neither describes persistence under real transformation. La Profilée establishes two necessary conditions for persistence: IR = R∕(F·M·K) ≤ 1 — the existence condition FCC — the Frame Continuity Condition — the identity condition Together these conditions define a unique structural regime: Adaptive Statics. This is not an additional category. It is the operational domain of the persistence condition itself — the only regime in which real transformation is possible without identity loss.