What question did this study set out to answer?

The aim is to derive baryon asymmetry and explore its connections to fundamental physics through geometric approaches.

April 10, 2026Open Access

Baryon Asymmetry, Bekenstein Entropy, and Cosmological Predictions from Foam Cell Geometry

Key Points

The aim is to derive baryon asymmetry and explore its connections to fundamental physics through geometric approaches.
Calculating baryon asymmetry using formula η_B = α³/648
Deriving neutron-proton mass difference
Exploring Bekenstein area quantum in relation to foam cell geometry
Analyzing electroweak phase transitions and topological CP violation
Utilizing the torsion Laplacian of truncated octahedron
Baryon asymmetry calculated as η_B = 5.997×10⁻¹⁰
Neutron-proton mass difference found to be 1.29322 MeV
Bekenstein area quantum expressed as ΔA = 4ln(3)l_P²
Connections between phase transitions and topological effects highlighted
Potential resolution of the information paradox suggested

Abstract

Derivation of baryon asymmetry ηB = α³/648 = 5. 997×10⁻¹⁰ (1. 8%), neutron-proton mass difference 1. 29322 MeV (0. 008%), Bekenstein area quantum ΔA = 4ln (3) lP², first-order electroweak phase transition, topological CP violation, and information paradox resolution. All from the torsion Laplacian LT of the truncated octahedron.

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Luke Martin

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Baryon Asymmetry, Bekenstein Entropy, and Cosmological Predictions from Foam Cell Geometry

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Abstract

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