Predictive Correction to the Hybrid Quantum–Classical Lorenz Solver from the Universal Ψ Field

Starting from the universal Ψ field Lagrangian, we derive a predictive correction tothe hybrid quantum–classical Lorenz solver proposed by Alfredo Iorio et al. (Entropy2024, 26(12), 1009). Two measurable deviations are predicted: (i) a small reduction ofthe largest Lyapunov exponent due to coherent quantum coupling, and (ii) the appearanceof a residual periodicity in the time evolution of attractor minima, associated withthe intrinsic coherence frequency of the Ψ field. Both effects emerge directly from theself-referential structure of L(6)Ψ , without introducing empirical parameters or externalpotentials.