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The Dirac Electron Hypertube Revisited Nonlocal Parameters Within Extended Particle Elements
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In this article, a causal extension of the Feynman-Gell-Mann electron model has been proposed to consider isolated particles and real constitutive wave elements as localized, extended spacetime structures (i.e., moving within time-like hypertubes or M-Theoretic higher dimensional brane topologies).Abstract:
Traditionally, elementary particles, by definition are considered zero-dimensional (0D) or point-like elements; strings or branes on the other hand are dimensionally extended entities. Dirac’s electron hypertube model appears to provide insight into this duality. Recent attempts to consider isolated particles and real constitutive wave elements as localized, extended spacetime structures (i.e., moving within time-like hypertubes or M-Theoretic higher dimensional (HD) brane topologies) are developed within a causal extension of the Feynman-Gell-Mann electron model. These extended structures contain real internal motions, (i.e., internal hidden parameters) locally correlated with the "hidden parameters" describing the local collective motions of the corresponding pilot-waves. The Dirac electron hypertube has been missed by the uncertainty principle. Recent experimental evidence and new protocols for supervening uncertainty are discussed.read more
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