Minimal Action Principle for Gravity and Electrodynamics, Einstein Lambda, and Lagrange Points

Author:

Vedenyapin V.V.,Bay A.A.,Parenkina V.I.,Petrov A.G.

Abstract

The relativistic equations of gravitation and electromagnetism in the form of Vlasov – Einstein – Maxwell equations are proposed and analyzed. For weakly relativistic equations we get an analog of Mealn – McCree solution. We also study Lagrange points in non-relativistic case with Einstein lambda- term.

Publisher

Individual entrepreneur Bayakhunova Leyla Bakirovna

Subject

Applied Mathematics,Statistics and Probability

Reference46 articles.

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5. [5] Vedeniapin V.V., Negmatov M.A. (2012) About derivation and classification of Vlasov and MGD-type equations: Lagrange identity and Godunov form. Theoretical and Mathematical Physics 170 (3), 394–405.

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