Authors: Stephen H. Jarvis
In this development upon three previous papers , we shall explain how Phi-Quantum Wave-Function crystal constructs emerge from the elementary particle level, in being associated to electron shells, and how they then through a fractal progression develop to a macro-world scale per a golden ratio sequence of atomic association while establishing an equation for the Avogadro number and associated formulation of the background microwave radiation and red-shift effect. The emphasis of this paper is to highlight the continued utility of the golden ratio modelling for time, the great implication being the need to understand “spatial contraction” (not “time-dilation”) to satisfy ideas of relativity forwarded by Einstein a century ago. We shall highlight how this is possible by examining the phi-quantum wave-function scale as a new wave-function template for electromagnetism, as initially developed in Golden Ratio Axioms for Time and Space , now carried and further developed here to explain spatial contraction and associated elementary particle dynamics (including particle spin and anti-matter/particles dynamics). In considering this phi-quantum wave-function scale, we will then finally uncover the problematic process of the Cartesian coordinate system of mathematical execution for space and improbability of the Planck scale of determination.
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