Cameron and Suisse: Electromagnetic Synthesis of Four Fundamental Forces from Quantized Impedance Networks of Geometric Wavefunction Interactions


Peter Cameron, Michaele Suisse, Electromagnetic Synthesis of Four Fundamental Forces from Quantized Impedance Networks of Geometric Wavefunction Interactions, 12 pages, vixra preprint: http://vixra.org/abs/1710.0325. Free PDF download: http://vixra.org/pdf/1710.0325v2.pdf

Abstract. Quantum Mechanics is all about wavefunctions and their interactions. If one seeks to understand Quantum Mechanics, then a deep intuitive understanding of wavefunctions and wavefunction collapse would seem essential, indispensable. That’s where it all starts, the causal origin of the quantum as manifested in the physical world. We introduce a wavefunction comprised of the geometric elements of the Pauli algebra of space – point, line, plane, and volume elements – endowed with quantized electromagnetic fields. Wavefunction interactions are described by the geometric product of geometric Clifford algebra, generating the Dirac algebra of flat Minkowski spacetime, the particle physicist’s S-matrix. Electromagnetic synthesis of four fundamental forces becomes apparent via this Geometric Wavefunction Interpretation (GWI).

Source: http://vixra.org/abs/1710.0325, accessed: 2 Feb. 2018

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