reference: viXra:1312.0048v1
title: A Universe From Itself: The Geometric Mean Expansion of Space and the Creation of Quantum Levels
authors: James A Tassano
category: Relativity and Cosmology
type: submission
date: 2013-12-07 13:09:45
abstract:
Using the time-energy uncertainty equation and the value of delta energy for the observable universe, we find that delta time is the square of the Planck time. The time-energy uncertainty principle is shown to be a geometric mean equation, indicating the universe is undergoing a geometric mean expansion. The Planck values represent the initial state of the universe. A geometric mean-produced term, (((R_{H})/(2l_{p})))², the square of the ratio of the hyperverse radius to two times the Planck length, is shown to be the large number reported by Scott Funkhouser. It is shown that expansion produces two quantum levels, one based on the energy and the other on the radius of the observable hyperverse. Due to the geometric mean nature of expansion, the energy of the quanta are shrinking with time. A doubling of the radius of the hyperverse reduces surface vortex energy by one-half, but produces four times as many vortices, doubling of the energy of the universe, accounting precisely for the increase in energy of the universe. It appears that the universe creates the two quantum levels as a means of conserving angular momentum for the system as a whole; the observable universe grows while the quantum levels shrink. No added energy is needed to grow the universe; it comes entirely from itself.