Authors: Stephen H. Jarvis
This sequel to “Gravity’s Emergence from Electrodynamics” will more closely examine the process of time as the Golden Ratio equation when applied to space, more than developing electrodynamic wavefunction equations, but setting an axiomatic base for the Golden Ratio as time when applied to space. Through this process we shall derive π, the fine structure constant, and the speed of light, while also confirming through these independent equations the idea of the Uncertainty Principle and Quantum Entanglement. More specifically, three fundamental things to be demonstrated here using the Golden Ratio algorithm of time will be deriving the dipole of magnetism, the electrical monopole field, and their relation to the Golden Ratio in creating the basis for the Fine Structure Constant, charge of the electron, the speed of light, and the subatomic multi-traits of the elementary particles. In confirming the need to explain the reason for the upgraded axioms for time and space, a general criticism of contemporary physics’ current use of space and time and its limitation given the entirely hypothetical nature of the resultant cosmic modelling theory regarding a multiverse and its endless possibilities is presented. The solution to this problem is explained using a more solid definition for time as the Golden Ratio, more thoroughly presented here in the context of the initial paper “Gravity’s Emergence from Electrodynamics” ; the first paper was a general overview of the new a-priori for time, while this second paper examines all the generalisations and assumptions presented in the first paper, reaching ultimate theoretical axioms for time in the context of space.
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