Dynamic Vacuum Field Theory Vs Quantum Mechanics -Comparing Experimental Results

Dynamic Vacuum Field Theory (DVFT) posits that spacetime and quantum phenomena emerge from a complex scalar vacuum field ϕ(x)=ρ(x)e^(iθ(x)), where ρ(x) represents vacuum amplitude and θ(x) the phase. This framework unifies General Relativity and Quantum Mechanics by providing physical mechanisms for curvature, quantum coherence, and particle properties. In this paper, we review DVFT's predictions that align with current experimental observations in quantum physics, particularly in areas where standard Quantum Field Theory (QFT) or the Standard Model lacks fundamental equations or explanations. We elaborate on 10 key examples, deriving the relevant equations in detail from DVFT's vacuum dynamics. These include solutions to the Yang-Mills mass gap, maximum mass for quantum superpositions, neutron lifetime discrepancy, Koide formula, neutrino masses, baryonic asymmetry, particle mass hierarchy, delayed choice quantum eraser, reactor antineutrino anomaly, and strong CP problem. DVFT offers structural explanations grounded in vacuum stiffness and phase-amplitude interactions, consistent with data as of December 2025.