• Corpus ID: 118709649

The relativistic causal Newton gravity law vs general relativity

  title={The relativistic causal Newton gravity law vs general relativity},
  author={Yury M. Zinoviev},
  journal={arXiv: Mathematical Physics},
  • Yury M. Zinoviev
  • Published 1 November 2013
  • Physics, Geology
  • arXiv: Mathematical Physics
The equations of the relativistic causal Newton gravity law for the planets of the solar system are studied in the approximation when the Sun rests at the coordinate origin and the planets do not interact between each other. The planet orbits of general relativity are also studied in the same approximation. 



Gravity and Lorentz Force

The relativistic covariant equations are obtained for the relativistic Newton gravity law proposed by Poincaré. These equations are solved for the case where the mass of one gravitating body is equal

Causal electromagnetic interaction equations

For the electromagnetic interaction of two particles the relativistic causal quantum mechanics equations are proposed. These equations are solved for the case when the second particle moves freely.

Electromagnetic Phenomena in a System Moving with any Velocity Smaller than that of Light

The problem of determining the influence exerted on electric and optical phenomena by a translation, such as all systems have in virtue of the Earth’s annual motion, admits of a comparatively simple

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