Geometrization of electrodynamics in a super-continuum model in connection with conformal invariance
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This paper pursues the analysis of a metric model of 4-space with a Weyl conformal parameter which depends on the state of the charged matter: a supercontinuum. Gravitational field equations with a nonlinear energy-momentum tensor of the electromagnetic field on the right side are constructed. The problem of the conformal invariance of the unification of gravitational and electric dynamics is analyzed in the supercontinuum model. A quantity found here is an analog of a Kaluza-Klein potential.
KeywordsElectromagnetic Field Field Equation Gravitational Field Conformal Invariance Charged Matter
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