Quantum Field Dynamics in the Cosmic Energy Inversion Theory: A Geometric Resolution of Wave-Particle Duality through TorsionMediated Energy Field Coupling

The Cosmic Energy Inversion Theory establishes a geometric foundation for quantum mechanics wherein wave-particle duality emerges from distinct excitation regimes of a primordial energy field coupled to space-time torsion in Ehresmann-Cartan geometry. This framework resolves the measurement problem through deterministic field localization dynamics driven by torsion-mediated gradients during detector interaction, eliminating probabilistic wavefunction collapse postulates. The Born rule arises naturally from normalized geometric measure theory on energy field configurations, and explicit correspondence between the energy field and Standard Model Higgs modulus explains the electroweak scale origin. Two-particle entanglement exhibits scale-dependent behavior: volumetric decay proportional to the cube of spatial separation emerges for massive particles at laboratory scales below 100 meters, while relativistic suppression factors preserve photonic entanglement at cosmological distances, ensuring consistency with satellite quantum communication observations. Conservative parameter constraints from existing null results in atom interferometry indicate that geometric phase shifts remain below current detection thresholds, requiring factor-of-hundred sensitivity improvements for experimental verification. The theory predicts distinguishable signatures in nanoparticle decoherence rates scaling inversely with mass and in entanglement survival times for trapped-ion arrays with variable baselines, providing falsifiable tests accessible within decade-scale technological development.