What question did this study set out to answer?

The aim is to analyze next-to-leading-order corrections in particle physics and their implications for neutrino masses and strong coupling constants.

April 10, 2026Open Access

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

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 (Tue,) studied this question.

synapsesocial.com/papers/69d894ec6c1944d70ce05d87 https://doi.org/https://doi.org/10.5281/zenodo.19448066

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