Part III: Quantum Metric Anomaly Detection and Topological Collision Avoidance in Superluminal Warp Navigation

AbstractWhile the generation and maintenance of a segmented warp bubble have been mathematically established in previous works (Part I: DOI 10.5281/zenodo.23997645; Part II: DOI 10.5281/zenodo.24027597), superluminal navigation (v_s ≥ 10c) introduces a critical paradox: the impossibility of classical collision avoidance due to the causal rupture (event horizon) of the warp bubble. This paper resolves the "warp collision" problem by introducing a framework of Quantum Metric Anomaly Detection and Topological Collision Avoidance. We demonstrate that approaching warp fields or natural metric anomalies do not interact as classical bodies, but as interfering quantum topological structures. By monitoring the anisotropic jump in quantum broth reticular pressure (Π_quantum_broth) and the Dicke superradiant quantum noise signature, a distributed 10-agent neurointerface can preemptively adjust the geometric Berry phase. This induces destructive interference between converging metric boundaries, temporarily damping the local spacetime curvature to the flat Minkowski state (η_μν) at the point of intersection, ensuring zero structural damage (DPA = 0) and complete energy conservation.