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[7] viXra:2110.0160 [pdf] submitted on 2021-10-27 14:05:17
Authors: Sylwester Kornowski
Comments: 2 Pages.
Here we show that the atom-like structure and dynamics of baryons are the origin of the lepton non-universality. In decays of the B mesons, we should observe 72 muon-antimuon pairs per 100 electron-positron pairs.
Category: High Energy Particle Physics
[6] viXra:2110.0157 [pdf] submitted on 2021-10-26 14:46:17
Authors: Andrea Gregori
Comments: 12 Pages.
We consider the computation of the muon's anomalous magnetic moment within
the theoretical framework proposed in [1],
in which field theory is only an approximation of a more fundamental
description of the physical world.
We discuss how the hadron contribution to the electromagnetic coupling
strength is larger than in the Standard Model, while the other contributions
remain unchanged. The extra amount precisely fills the
gap between theoretical estimate and experimental value.
Category: High Energy Particle Physics
[5] viXra:2110.0117 [pdf] replaced on 2022-09-10 20:59:19
Authors: Stergios Pellis
Comments: 10 Pages. doi.org/10.2139/ssrn.3975861 Published in Atomic & Molecular Physics eJournal Vol 1, Issue 4, May 04, 2022 Mathematical Physics eJournal Vol 1, Issue 10, May 17, 2022
The purpose of many sciences is to find the most accurate mathematical formula that can be found in the experimental value of fine-structure constant. Attempts to find a mathematical basis for this dimensionless constant have continued up to the present time. However,no numerological explanation has ever been accepted by the physics community. In this paper we will present the exact expressions for the fine-structure constant. A simple and absolutely accurate expression for the fine-structure constant in terms of the Archimedes constant.The equivalent expressions for the fine-structure constant from the madelung constant. Also a exact expression for the fine-structure constant in terms of the golden angle,the relativity factor and the fifth power of the golden mean. Also other expressions for the fine-structure constant. Finally we will present the continued fractions for the fine-structure constant.
Category: High Energy Particle Physics
[4] viXra:2110.0105 [pdf] submitted on 2021-10-18 04:46:39
Authors: Boris Tatischeff
Comments: 9 Pages. Journal of Advances in Applied Mathematics 53, 104 (2020)
The oscillation symmetry is used to study the connections between masses and widths of a selection of the following states studied separately:
mesons, baryons, nuclei, and hypernuclei.
It is also applied to study
the connection between leptonic, quark and boson masses and widths.
With the exception of M$\approx$0 mass particles, all the fundamental particle masses are fitted by a single distribution inside the oscillation symmetry.
Category: High Energy Particle Physics
[3] viXra:2110.0053 [pdf] replaced on 2022-09-03 23:55:24
Authors: Stergios Pellis
Comments: 7 Pages. Published in SSRN Electronic Journal doi.org/10.2139/ssrn.4160769
The purpose of many sciences is to find the most accurate mathematical formula that can be found in the experimental value of fine-structure constant. Attempts to find a mathematical basis for this dimensionless constant have continued up to the present time. However,no numerological explanation has ever been accepted by the physics community. In this paper we will present the exact expression for the fine-structure constant. A exact expression for the fine-structure constant in terms of the golden angle,the relativity factor and the fifth power of the golden mean. Finally we will present the continued fractions for the fine-structure constant.
Category: High Energy Particle Physics
[2] viXra:2110.0025 [pdf] submitted on 2021-10-06 06:27:05
Authors: Paul R. Gerber
Comments: 4 pages
The Standard Model of Elementary Particles is based on elementary excitations classified by a single spin variable (non-negative half-integer) attributed to the irreducible representations of the rotation group in three dimensions. This feature originates from a theorem of Wigner [1,2], the derivation of which utilizes a homology between the symmetry group SL(2,C) and the Lorentz group, the homogeneous symmetry of Minkowski space. In recent work [3] it has been shown that the representations of SL(2,C) and the Lorentz group differ fundamentally, and that Wigner’s theorem does not apply to the latter. Consequently, elementary fields have to be classified by two indices (j, k), each a non-negative half-integer. Correspondingly, there is also no need to introduce so-called internal
symmetries, because the corresponding degrees of freedom follow directly from the second index. Furthermore, owing to the the product-nature of the representations, a mechanism can be suggested that interprets interaction as simple propagation between field factors of identical sub-index j or k [4]. This would remove the embarrassingly high number of free interaction parameters in the Standard Model.
Category: High Energy Particle Physics
[1] viXra:2110.0023 [pdf] submitted on 2021-10-06 12:51:47
Authors: Deokjin Kim
Comments: 67 Pages.
In this book, the masses of various particles in physics were calculated and the processes of universal changes were de-scribed. Given nine variables (Electron 510.999 keV, Muon 105.658 MeV, Tau 1.77686 GeV, Muon neutrino 170.00 keV, Gravitational coupling constant 5.906E-39, Electromagnetic force coupling constant 1/137.036, Strong force coupling constant for steady state 0.999?, Proton 938.272 MeV, and Z boson 91.1876 GeV), everything can be calculated. The core is to understand the characteristics of quantum space. Particles do not have proper mass. Logarithmically compressed three generation quantum spaces impart the mass to particle. The calculated values are such as follows: Electron neutrino 0.15331 eV, Tau neutrino 15.494 MeV, Graviton 2.492E-10 eV, Photon 0.1600 eV, Gluon 114.7 eV, Strong force 42.15 keV, Electromagnetic force 828.1 eV, Weak force 1.583E-2 eV and 1.0109E-6, Up quark 2.251 MeV, Charm quark 1275.5 MeV, Down quark 4.760 MeV, Strange quark 93.51 MeV, Bottom quark 4.195 GeV, W boson 80.3754 GeV, H boson 125.059 GeV, Proton radius 0.8751 fm, Quark radius 0.4401 am, Gravity radius 12.70E9 year, Cosmological constant 1.1150E-52 /m2, Hubble constant 71.225 km/s/Mpc (13.728 billion years), Cycle period of overall universe 1.875E111 years, and Dark energy : Dark matter : Ordinary matter = 69.38% : 25.77% : 4.84%. From the cosmological constant, the radius of Planck star is calculated as 10.010 billion years. The 72.92% (=10.010/13.728) is dark energy, and the 27.08% (=3.718/13.728) is dark matter. Therefore, it proves that dark energy is wrong. Not dark energy, but dark time or dark forces exist in our universe. Our universe is absolutely a 4D sphere. Therefore, ordinary matter has no effect on the time or expansion of our universe. The standard for calculating the universe is not 5.391E-44 seconds of big bang, but 10.010 billion years of cosmological constant.
Category: High Energy Particle Physics
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