This short paper compares the classical Newton gravitational equation to Einstein curvature tensor and shows that two are intimately related. The calculation expands force be more in line with Schwarzschild tensors.

This paper derives the elements of classical Einstein–Cartan theory (EC) from general relativity (GR) in two ways. (I) Derive discrete versions torsion (translational holonomy) and spin-torsion field equation EC one Kerr solution GR. (II) equations as continuum limit a distribution many masses The convergence computations employ “epsilon-delta” arguments, are not rigorous Sobolev norm. Inequali...