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| Formato: | Recurso digital |
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Zenodo
2026
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| Acceso en liña: | https://doi.org/10.5281/zenodo.20260269 |
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Table of Contents:
- <div class="n6owBd awi2gc">The anomalous magnetic moment of the muon (g-2) measured by the Fermilab E989 collaboration stands as one of the most persistent tensions in the Standard Model. This work extends the application of the Superfluid Vacuum Resonance (S.V.R.) theoretical framework—previously deployed to resolve cosmological anomalies such as galactic rotation curves and the Hubble tension—to the subatomic scale, coherently bridging the macroscopic (infrared) and subatomic (ultraviolet) limits. By treating the quantum vacuum as a physical, dense, and non-linear medium—specifically a compressible Bose-Einstein Condensate (BEC)—the theoretical-experimental discrepancy (\(\Delta\alpha_\mu\)) is reinterpreted not as a signature of undiscovered supersymmetric particles, but as the direct mathematical consequence of acoustic impedance and harmonic friction exerted by the superfluid matrix on moving second-generation leptons.</div> <div class="n6owBd awi2gc">Through a geometric-harmonic coupling relation anchored to the fine-structure constant (\(\alpha \)), the fundamental ratio \(R_{SVR} \approx \alpha^3 / 2\pi\) is structurally derived. This paper introduces a vacuum field equation to quantify the local fluid compression factor (\(\chi_{local} \approx 5.52\)), demonstrating how Earth’s localized gravitational gradient modulates the vacuum's acoustic impedance within laboratory detection environments based on fine-structure topology and the muon-to-electron mass ratio (pp. 2-3). The exact numerical convergence to the experimental value of \(\approx 249 \times 10^{-11}\) provides definitive mathematical proof that the same hydrodynamic architecture removing the need for Dark Matter on a galactic scale symmetrically governs precision quantum coupling at the subatomic limit</div>