Submissions from B. A. Kravchuk
- [1] faKiv:2405.08269 [pdf]
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The photon-electron mass ratio in the presence the Dirac HamiltonianComments: 16 pages, 5 figures
We study the photon-electron mass ratio in the presence of the Dirac Hamiltonian in the presence of an electric charge. Our conclusion is that the photon mass ratio is suppressed in the presence of the Dirac Hamiltonian in the presence of an electric charge.
- [2] faKiv:2405.08383 [pdf]
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Cosmology of a Diffusion Vector FieldComments: 17 pages; v2: references updated, discussion on supersymmetry, and conclusions unchanged
An effective manifold is a collection of diffusive vectors which are invariant under diffusive transformation on a single space-time manifold. We consider a diffusion vector field over a single space-time manifold in the framework of the "Ehrenreich-Bloch-DeWitt-Pomeron theory". We obtain the density matrix of the diffusive vector field, and compute the local integrability of the theory.
- [3] faKiv:2405.08718 [pdf]
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Power law for blue-coupled Higgs interactions in a nonlinear field: Classically black Higgs interactionsComments: 8 pages, 3 figures
We study the power law of the Higgs interactions in a nonlinear field in the presence of a non-minimal coupling between the electroweak Higgs and the strong gauge theory. The power law is obtained by using the Lie group of the Higgs theory and the Higgs potential of the Higgs field in the presence of an optional non-minimal coupling between the Higgs and a scalar field. The power law can be modified by adding an additional scalar field and the power law can be obtained by using the Lie group of the Higgs theory.
- [4] faKiv:2405.08780 [pdf]
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Gravity-induced galvanic conductivity in the presence of a magnetic fieldComments: 15 pages, references added
In this study we study the effects of the gravitational field on the galvanic conductivity of a heavy-ion particle and the absence of a magnetic field in the presence of a magnetic field. We study the effect of the gravitational field on the galvanic conductivity of the heavy-ion particle in the presence of magnetic field in the vicinity of a magnetic field. The galvanic conductivity of the heavy-ion particle is determined by the electric and magnetic field, and the absence of a magnetic field is determined by the electric and magnetic field. The results of the study are then compared with those of the study of the electric and magnetic fields with different fields. Although in our case the electric field is also small, the difference between the two results in the difference between the galvanic conductivity of the heavy-ion particle and the absence of a magnetic field.