Abstract

A multidimensional geometric expansion of Spacetime results in a Unified Field Theory. The probabilistic ?quantum sized? expansion of Spacetime produces the relationships observed in Quantum mechanics. The geometry of the expansion also predicts the following properties of nature:

1. the inverse square laws, both for gravity and electrodynamics, and
2. the principals of conservation of energy and conservation of momentum.

Since the expansion occurs within atoms, the density of all systems diminishes. The rate of expansion is described by a unique dimension of time that demarcates a point's location relative to the beginning of time. A prediction of the model requires that the effect of gravity diminish with the passage of Cosmic time and that local clock rates slow with the passage of Cosmic time. Based on relative measures of distance and time, the universe is not expanding, local clock rates and distance measures are constant and the Universe is infinitely aged. The physical model consists of two interlaced multidimensional geometries.

1. A volume of ?observable? spacetime varies to the square of the Absolute, or historic, or cosmic time elapsed. S = kT₂. (Double the age of the universe and the ?absolute? volume increases 4 times).
2. The expansion of ?observable' spacetime also occurs along an ?unobserved? dimension according to the same expansion geometry with a present velocity along the ?unobserved dimension? geometrically related to the speed of light.