
A formal and testable framework for the ψ-Retention Criterion — the condition under which structural difference (Δψ) becomes a conserved quantity in post-dynamical systems. This work derives the critical thresholds (SNR*, ε*, Rc), defines the ψ-Phase Structure (Dynamic, Transitional, Retentive), and presents the Retentive Lagrangian governing stability, nucleation, and hysteresis. The theory offers falsifiable predictions for cosmology, materials science, and correlation-based experiments, establishing ψ-Architecture as a rigorous physical discipline.
ψ-Retention, Δψ-floor, Retentive Lagrangian, Ξ-nodes, SNR*, ε*, Rc, phase transitions, stability thresholds, retentive physics, post-dynamical regime, cosmology, structural persistence, hysteresis, nucleation, ψ-Architecture.
ψ-Retention, Δψ-floor, Retentive Lagrangian, Ξ-nodes, SNR*, ε*, Rc, phase transitions, stability thresholds, retentive physics, post-dynamical regime, cosmology, structural persistence, hysteresis, nucleation, ψ-Architecture.
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