Abstract

 
 
 This paper compares the 7-dimensional spacetime of the Planck vacuum (PV) theory to that of the Urantia Book with its total cosmological viewpoint. Results show that, where the two genres overlap, there is a total agreement between the two. The concept of “circular simultaneity” is introduced into the PV-theory lexicon. The comparison leads to the conclusion that the circular simultaneity of the Urantia Book is directly related to the annihilation equations of the electron-positron and the proton-antiproton cores of the PV theory. Juxtaposing the two genres opens up a deeper understanding for both.
 Appendix A introduces an aspect to mathematical modeling that is new and unique: in the present case, the Dirac cores and the PV state are now connected to a transcendental aspect of nature that far exceeds the scope of the particle-related PV model.
 
 
Highlights
T HE Planck vacuum theory contains a depiction of a 7-dimensional spacetime that consists of one observed and one unobserved 4-dimensional spacetime
The equations in (2) represent the forces the free electron and proton cores exert on the invisible Planck vacuum (PV) space, a space that is pervaded by a degenerate collection of Planck-particle cores (±e∗, m∗) [6], leading to a bifurcated vacuum state with one positive branch (e∗, m∗) and one negative branch (−e∗, m∗)
The following four 2x1 spinor equations-of-state are derived by coupling the covariant Dirac equation [8] [9, p.90] to the PV state: (x0 = ct and the sum is over j = 1, 2, 3)
Summary
T HE Planck vacuum theory contains a depiction of a 7-dimensional spacetime that consists of one observed and one unobserved 4-dimensional spacetime. The electron core (−e∗, me) and the proton core (e∗, mp) exert on the invisible PV state; along with their coupling constants. For the electron and proton cores, whereh is the reduced Planck constant. The equations in (2) represent the forces the free electron and proton cores exert on the invisible PV space, a space that is pervaded by a degenerate collection of Planck-particle cores (±e∗, m∗) [6], leading to a bifurcated vacuum state with one positive branch (e∗, m∗) and one negative branch (−e∗, m∗).
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