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Essay Abstract
A deep-quantum model of time is described. It begins with a stratified state-vector space without space-time and gauge fields. These emerge from contact exchange interactions and vacuum condensation. The model is an imbedding of the existing singular theories of gravity and GUT within a simple (Clifford) algebra with strata used to represent those of physics. This results in a model that is regular as well as simple. Its phenomenological vacuum is a finite quantum cellular shell truss one cell thick and cosmologically-many cells long, whose struts are quantum trits (three-state elements). Each cell has 10 dimensions transverse to the shell, giving rise to the GUT fermions, and 4 along the shell, giving rise to spin on one stratum and space-time on another. The great anisotropy of the shell results in the great differences between internal and external variables, and between GUT and gravity. For each frame, the longitudinal shell dimension of negative signature is time.
Author Bio
David Ritz Finkelstein is professor emer. of physics at Georgia Tech, where he does research and teaches. He was educated at City College of New York and Massachusetts Institute of Technology, and did early work on quantum logic, black holes, gravitational skyrmeons, the electroweak unification, and quantum-computer models of space-time. He suspects that the universe is a kind of quantum cellular neural network, and has been hunting the chronon, the quantum of time, since college. His book Quantum Relativity described this work up to 1996.