A Conjecture on the Existence of Attractive and Repulsive gravitational Forces in the Generalized Theory of Gravitation
Abstract
Following the conjecture of Kursunoglu that the fundamental relation, r_{0}^{2}q^{2} = c^{4}/2G, implies the existence of four types of gravitational interactions (two attractive and two repulsive), we write down explicitly the resulting four sets of spherically symmetric field equations that hold at each point of spacetime.
 Publication:

Cosmology and Elementary Particle Physics
 Pub Date:
 July 2002
 DOI:
 10.1063/1.1492149
 Bibcode:
 2002AIPC..624...15P
 Keywords:

 Cosmology;
 Gravitation;
 Gravitational Constant;
 SpaceTime Functions;
 04.20.Gz;
 95.30.Sf;
 98.80.Hw;
 Physics of Elementary Particles and Fields;
 Spacetime topology causal structure spinor structure;
 Relativity and gravitation