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{"references": ["Jefimenko, O.D. (2000). Causality, Electromagnetic Induction and Gravitation, 2nd ed., Electret Scientific, Star City.", "Jefimenko, O.D. (2000). Electromagnetic Retardation and Theory of Relativity, 2nd ed., Electret Scientific, Star City.", "Artekha, S.N.; Chubykalo, A.; Espinoza, A. (2017). On the Question of the Invariance of the Light Speed, Journal of Modern Physics, 8, 1213-1233. https://doi.org/10.4236/jmp.2017.88080", "Artekha, S.N. (2015). Osnovaniya fiziki (kriticheskii vzglyad): elektrodinamika (Foundations of physics (critical view): Electrodynamics), LENAND, Moscow. https://doi.org/10.5281/zenodo.2579815", "Landau, L.D., Lifshitz, E.M., (1986). Fluid Mechanics, 2nd ed., Pergamon Press.", "Umoff (Umov), N.A. (1874). Albeitung der Bewegungsgleichungen der Energie in continuirlichen K\u0446rpern, Zeitschrift fu \u0308r Mathematik und Physik, Bd. XIX, H. 5.", "Chubykalo A., Espinoza A., Alvarado-Flores R. (2013). Simplest Way to Prove That Gauge Transformation between the Coulomb and Lorenz Gauges Must Not Exist, Scientific Journal of Mathematics Research, 3, 164.", "Landau L.D., Lifshitz E.M. (2010). The Classical Theory of Fields, 2nd ed., Pergamon Press."]}
In the paper we are going to analyze the most important from our viewpoint mathematical and physical ambiguities in the generally accepted classical (not quantum) field theory. The instantaneous action at a distance in classical electrodynamics is discussed. The meanings of Pointing and Umov vectors are clarified. Some important remarks concern interactions and causality. Problems, connected with different gauge invariances in electrodynamics, are considered in detail. Parametric transformation of Galileo is suggested. Aberration of light is analyzed. Different mappings and the curvature of space are discussed.
classical theory of fields, scalar and vector potentials, Umov's law, Lenz law, gauge invariance, Maxwell equations, Galileo parametric transformation, curvature
classical theory of fields, scalar and vector potentials, Umov's law, Lenz law, gauge invariance, Maxwell equations, Galileo parametric transformation, curvature
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