The Effect of Dark Energy Attenuation on the Property of Schwarzschild – de Sitter Space-Time Metric

In recent papers, axioms were framed (by one of us – G. AR) for the primordial Space which is in and out of the universe with no boundary. From those axioms a formula for the massiveness of a macro-object was obtained. While Newton could deduce the law of gravity from Kepler’s laws of planetary motion, this theory could derive the same from its first principles. In this paper it is shown that Einstein’s Space-Time curvature concept when combined with the effect of the attenuation of dark energy emitted by a mass distorting the Space, we get the famous Schwarzschild – de Sitter metric with a remarkable property of it reducing to flat Space metric in an empty universe. The cosmological constant factor which emerges from our theory becomes a function of the mass distorting the Space.