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While the Standard Model of particle physics achieves high perturbative precision through gauge symmetry groups, it leaves the origin of the neutrino mass scale (m_nu ~ 5–50 meV), the Pontecorvo–Maki–Nakagawa–Sakata (PMNS) leptonic mixing angles, the proton-to-electron mass ratio (mp/me = 1836.15267), and the Fermilab Muon g - 2 discrepancy (Delta a_mu = 2.49 x 10^-9) dependent on arbitrary Yukawa couplings or hypothetical high-energy extensions such as the 10^15 GeV see-saw mechanism. In this third installment of the Dynamic Vacuum Theory (DVT v26) series, we extend the strictly zero-parameter (0-fit), Dark-Energy-free compressible superfluid Bose-Einstein condensate (BEC) vacuum framework established at galactic scales in Part I (10.5281/zenodo.23741503) and cosmological scales in Part II (10.5281/zenodo.23741719) down to subatomic quantum hydrodynamics. By equating the energy density of a single Planck de Broglie phase cell to the exact galactic DVT critical vacuum phase transition pressure P_0 = c^2*H_0^2/(128*G) = 5.4140 x 10^-11 Pa, we derive the fundamental neutral Kelvin phase-soliton mass quantum m_nu,1 = 5.038 meV with zero free parameters. Evaluating hydrodynamic boundary eigenvalues yields solar and atmospheric mass-squared splittings Delta m^2_21 = 7.61 x 10^-5 eV^2 (2.6% from KamLAND/NuFIT) and Delta m^2_31 = 2.447 x 10^-3 eV^2 (2.7% from Super-Kamiokande), with total mass Sigma m_nu = 0.0648 eV satisfying DESI 2024–2026 cosmological bounds (< 0.072 eV). Furthermore, projecting mode couplings across the planar geometric efficiency C_proj = 2/pi reproduces all three PMNS mixing angles within 1.0–2.4%. Finally, we demonstrate that 3D Compton cavitation volume scaling resolves the Fermilab Muon g - 2 anomaly (1.51% error) while preserving electron QED precision, and we unify baryon trefoil soliton topology (rp = 4*hbar/(mp*c) = 0.8412 fm, mp/me = 6*pi^5 = 1836.118, Higgs dual-cavitation MH = 125.17 GeV) with deterministic Artik-Vortex quantum entanglement.
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Umut Artik (2026) studied this question.
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