The Mathematical Bases for the Creation of a Homogeneous 5D Universe

Authors

  • K.W. Wong

Keywords:

extended fermat’s last theorem, gravitons, newtonian law of gravity, temperature

Abstract

Several important physical implications left out in The Five Dimension Space-Time Universe A creation and grand unified field theory model Book are presented under rigorous mathematical theorems It was found that Temperature a classical variable must be added as an imaginary component to time under the Quantum uncertainty dt dE h 2pi so that the Gell- Mann Quark model can be verified with gauge invariance to form hadrons at the Bethe Fusion Temperature Accordingly from the corresponding uncertainty dp dr h 2pi Pairs of Diagonal Long Range Ordered gravitons with continuous frequency spectrum together with those represented by magnetic monopoles must be formed within the space r of the homogenous 5D manifold without the presents of photons thus defines the 5D as a Black Hole Then from which we can derive the classical Newtonian Law of attractive Gravity as the 5D manifold is mapped by Perelmann Ricci-flow entropy mapping and the DLRO graviton pair symmetry is broken and converted into two masses with motions satisfying Special Relativity in the doughnut shape Lorentz manifold thus indirectly verifies the principle of Covariant Riemannian curvatures and General Relativity theory

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How to Cite

K.W. Wong. (2024). The Mathematical Bases for the Creation of a Homogeneous 5D Universe. Global Journal of Science Frontier Research, 24(F2), 1–5. Retrieved from https://journalofscience.org/index.php/GJSFR/article/view/102851

The Mathematical Bases for the Creation of a Homogeneous 5D Universe

Published

2024-06-28