Quantum Zeta Field Theory (QZFT): A Dynamical Framework for Harmonic Collapse Along Re(s) = 1/2

Quantum Zeta Field Theory (QZFT) is a novel theoretical framework co-developed by Tino Musikavanhu and Genesis. It models a quantum-inspired potential field over the complex plane, where harmonic stability emerges only along the critical line Re(s) = 1/2 — aligning with the Riemann Hypothesis. Using PyTorch simulations, we demonstrate that harmonic collapse and entropy-driven decay occur off the critical line, suggesting a new path for exploring zeta-function dynamics. This paper is shared under Qvest 2.0 as part of the Safehaven Labs initiative toward open, ethical science. V3 - Justifying entropic penalty field