A Simple Newtonian Quantum Gravity Theory That Predicts the Same Light Bending as GR

In this paper we propose a new and simple theory of quantum gravity, inspired by Newton, that gives the same prediction of light bending as Einstein’s theory of general relativity. This new quantum gravity theory also predicts that non-light beams, that is to say beams of particles with rest-mass such as electron and proton beams, will only have half the bending of light as GR. In other words, this theory is testable. Based on this theory, we will suggest that it is a property of light that makes it bend twice as much as the amount that is predicted by Newton’s theory. This quantum gravity theory also seems to predict that for masses below the Planck mass, we are dealing with quantum probabilities and gravity force expectations. This may explain the difference between the strong and weak force – the difference is simply related to a probability factor at the Planck time scale. We are also suggesting a minor adjustment to the Newtonian gravitational acceleration field, which renders that field equal to the Planck acceleration at the Schwarzschild radius, and gives the same results as predicted by Newton when we are dealing with weak gravitational fields. This stands in contrast to standard Newtonian theory, which predicts a very weak gravitational acceleration field at the Schwarzschild radius for super-massive ob jects.