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NEWTONS THEORY OF MOTION AND OF INTERACTIONS
THE NEWTONIAN THEORY OF INTERACTIONS
THE GREAT SCHISM
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absolute according analyse arbitrary systems body classical mechanics coherent complete equivalence components condition Consequently conservation const constant corresponding curve deduce defined derivatives determined domain eddy Einstein electrical electromagnetism equation of motion Euler's equation expression fact field equations forces of inertia fundamental galaxies geodesic given gravitational field gravitovortex field heliocentric hence inertial motion integral interaction invariant Lagrange's function Laplace's equation lines of current Lorentz transformations magnetic mass mathematical mechanical systems momentum Newton's theory Newtonian gravitational field Newtonian theory observed obtain orbit particle perihelion physical planet planetary Poisson's equation principle of inertia quantity rectilinear reference systems referential relative velocity relativistic represents respect solution space of motion Special Relativity stationary motion surface system K0 system of coordinates systems of reference theory of gravitation theory of motion theory of relativity tion total energy trajectory variable variation vector potential vortex field vortex-inertial space vortex-inertial systems zero