A Simple Theory of Quantum Gravity

TL;DR

This paper introduces a new quantum gravity theory where gravitons are holes in space, explaining dark matter, dark energy, and cosmological phenomena through a novel geometric and probabilistic framework.

Contribution

It proposes a simple, boundary-based quantum gravity model connecting space holes, probabilistic particle motion, and cosmology, unifying gravity with quantum mechanics.

Findings

Derives a gravitational redshift formula linked to virtual graviton absorption.

Provides a potential explanation for dark matter and dark energy without new particles.

Suggests a cellular automaton model for the universe's boundary evolution.

Abstract

A novel theory of Quantum Gravity is presented in which the real gravitons manifest themselves as holes in space. In general, these holes propagate at the speed of light through an expanding universe with boundary denoted by U, which is comprised of pulsating cells. These holes can form bound and semi-bound states. The geometry of U is non-Euclidean on a small scale, but there are indications that it can become Euclidean on a large scale. The motions of elementary particles through U are governed by probability 4 and 7-vectors, which are related to the momentum vectors in Minkowski space. The connection of this theory to Newtonian gravity is discussed, and an expression for the gravitational redshift of photons is derived which relates the redshift to the probability that a photon absorbs a virtual graviton. The theory also provides a possible explanation of dark matter and dark energy as gravitational phenomena, which do not require the introduction of any new particles. A quantum cosmology is presented in which all the physical forces first appear on the ever expanding boundary of U, and then migrate into the interior. This cosmology also permits us to interpret U as a cellular automaton.