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April 10, 20264 citationsOpen Access

NLO Corrections, Neutrino Masses, and the Strong Coupling Constant from Foam Cell Geometry

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LMLuke Martin

Key Points

  • The aim is to analyze next-to-leading-order corrections in particle physics and their implications for neutrino masses and strong coupling constants.
  • Derivation of PMNS and CKM mixing angles using geometric models.
  • Calculation of neutrino mass spectrum with normal ordering and Dirac nature.
  • Estimation of strong coupling constant from torsion self-energy derived from octahedral cell integers.
  • Neutrino mass spectrum derived with m₁=0 (exact) and m₃=49.491 meV for normal ordering.
  • Strong coupling constant α_s(M_Z) calculated as 0.11799.
  • Higgs quartic coupling λ determined to be 1/8, and W boson mass estimated at 80.366 GeV.

Abstract

Next-to-leading-order corrections to PMNS and CKM mixing angles, derivation of neutrino mass spectrum (m₁=0 exact, m₃=49. 491 meV, normal ordering, Dirac), strong coupling αₛ (MZ) =0. 11799 from torsion self-energy, Higgs quartic λ=1/8, and W boson mass 80. 366 GeV. All from cell integers of the truncated octahedron.

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Cite This Study

Luke Martin (2026) studied this question.

synapsesocial.com/papers/69d894ec6c1944d70ce05d87https://doi.org/10.5281/zenodo.19448066
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