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On the Preponderance of Matter over Antimatter
Quantum electrodynamics (QED) is built on the original Dirac equation, an equation that exhibits perfect symmetry in that it is symmetric under charge conjugation (C), space (P) and time (T) reversal
Concerning the Dirac γ-Matrices Under a Lorentz Transformation of the Dirac Equation
We embolden the idea that the Dirac 4 × 4 γ-matrices are four-vectors where the space components (γ i) represent spin and the forth component (γ 0) should likewise represent the time component of
Fundamental Geometrodynamic Justification of Gravitomagnetism (I)
At a most fundamental level, gravitomagnetism is generally assumed to emerge from the General Theory of Relativity (GTR) as a first order approximation and not as an exact physical phenomenon. This
On the secular recession of the Earth-Moon system as an azimuthal gravitational phenomenon
We here apply the ASTG-model to the observed secular trend in the mean Sun-(Earth-Moon) and Earth-Moon distances thereby providing an alternative explanation as to what the cause of this secular
Four Poission-Laplace Theory of Gravitation (I)
The Poisson-Laplace equation is a working and acceptable equation of gravitation which is mostly used or applied in its differential form in Magneto-Hydro-Dynamic (MHD) modelling of e.g. molecular
Azimuthally symmetric theory of gravitation – I. On the perihelion precession of planetary orbits
From a purely none-general relativistic standpoint, we solve the empty space Poisson equation (∇ 2 � = 0) for an azimuthally symmetric setting, i.e., for a spinning gravitational system like the Sun.
Azimuthally Symmetric Theory of Gravitation I
From a purely none-general relativistic standpoint, we solve the empty space Poisson equation, i.e. ∇2Φ = 0, for an azimuthally symmetric setting, i.e., for a spinning gravitational system like the
On the Perihelion Precession of Solar Planetary Orbits
This is an article,The present letter presents an improved version of the Azimuthally Symmetric Theory of Gravitation (ASTG-model) which was presented for the first time in the present journal four
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