High Energy Particle Physics

    

Supergauge Symmetry and Logarithmic Elliptic Equation

Authors: Deokjin Kim

In previous studies, it was proved that everything in the universe can be calculated with logarithmic elliptic equation and logarithmic parabolic equation. They satisfy all of Dirac delta function, Hierarchical problem, Super symmetry, Gauge symmetry, Renormalization, and Spontaneous symmetry breaking. In this study, the characteristics of logarithmic elliptic equation are described. When tau and muon neutrinos are 15.5 MeV and 170 keV, electron neutrino is calculated as 0.15 eV. 0D and 3D masses are calculated as 1E-133 eV and 1E-12 eV, and the ratio of the two is 1E-121. This is the cosmological constant problem. Elliptic equation always is drawn as large ellipse and small ellipse, the large ellipse is standard mass, and the small ellipse is oscillating mass. This is the neutrino oscillation phenomenon.

Comments: 2 Pages.

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Submission history

[v1] 2022-05-10 14:36:56
[v2] 2022-06-22 09:00:27

Unique-IP document downloads: 258 times

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