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Geometrization of Maxwell's equations in the construction of optical devices of geometrization of Maxwell's equations. The method is based on representation of material equations in the form
Theoretical study of electromagnetic and optical properties of periodic conductive networks based on Voronoi diagrams as a function of beam incident angle and mesh geometry is modelled in the geometrical approximation
Propagation of radiation in a plasma situated in a gravitational field - II. Electromagnetic waves in the limit of geometrical optics of geometrical optics. The case of a nonrelativistic plasma is considered. It is shown that the appearance
MORPHOMETRIC AND ELECTROMAGNETIC INDICATORS OF INCUBATING CHICKEN EGGS to external features (egg shape, shell quality, egg weight, geometric parameters, color) and internal
On Explanations of Magnetic Fields of Astrophysical Objects in the Geometric and Relational ApproachesThe geometric and relational approach to the unified description of gravity and electromagnetism
Geometrization of Maxwell's Equations in the Construction of Optical Devices of the mathematical apparatus. The General Relativity demonstrated the power of the geometric approach. Unfortunately
To the issue of relationship between geometric and relational approachesPossible ideological correlations are considered between geometric and relational approaches
The Riemannian geometry is not sufficient for the geometrization of the Maxwell's equations of propagation of the electromagnetic field. For the geometrization of Maxwell's constitutive equations
Fradkin Equation for a Spin 3/2 Particle in Electromagnetic and Gravitational Fields–Schwinger equation for a bisbinor. In presence of external electromagnetic fields, the minimal form the Fradkin
Анализ электромагнитных экранов с геометрически неоднородной поверхностьюAnalysis of electromagnetic screens with a geometrically inhomogeneous surface
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