Newtonian Origin of General Relativity and Impossibility to Unify the Fundamental Forces
by Salim Georges Khoury This paper shows that there exists in "Classical Newtonian Mechanics" a relationship between the curvature of space and the density of energy identical to that of "General Relativity". It is as if the General Theory of Relativity has replaced , in this relationship of Newtonian Mechanics the Scalar quantities (space curvature and Energy density) by their equivalent Tensors . From this point of view, the Theory of General Relativity can be considered an extension of Newton's classical mechanics, an extension from Euclidian flat space-time to curved space-time of Riemann. This paper also demonstrates the impossibility to having for the other fundamental forces a Theory equivalent to that of General Relativity. INTRODUCTION In General Theory of Relativity [1], [2], [3], the Einstein's equations relate the geometry of spactime curvature (expressed by the Eistein tensor) with the distribution of matter within it (expressed by the s...