Part II: Quantum Topological Framework for Segmented Warp Propulsion: Umov-Poynting Vector, Radiative Catalysis, and Tensor Deceleration Mechanics

AbstractThis paper presents a rigorous mathematical extension of the segmented warp propulsion framework introduced in "Mathematical Foundations of Segmented Warp Propulsion" (DOI: 10.5281/zenodo.23997645). We derive the quantum operator form of the Umov-Poynting vector at the topological interface between free ether and MOF metamaterial, demonstrating how vacuum zero-point fluctuations are converted into directed propulsive momentum. We introduce radiative-catalytic pumping operators that transform interstellar medium (ISM) radiation and relativistic baryon flux from destructive hazards into constructive negative energy density generators via Frenkel defect (DPA) kinetics. Quantitative phase transition intervals Ξ(DPA) are calculated for molecular cloud cores using Avi Loeb's density measurements, revealing a superradiant Dicke regime at n_GMC ≥ 10¹¹ m⁻³ where the resonator achieves self-sustaining operation. We formulate the distributed neurointerface algorithm for 10 post-biological anthropomorphic agents controlling metric steepness σ and Berry phase distributions in real-time at bubble velocity v_s = 1000c. Finally, we derive covariant tensor equations for adiabatic bubble deceleration at Proxima Centauri, demonstrating complete energy recovery and structural integrity preservation through Lindblad superoperator relaxation. This mathematical framework eliminates all remaining phenomenological gaps in the segmented warp drive concept, establishing it as a fully quantized field-theoretic propulsion system.