This paper presents a consistent, mathematical-geometric framework unifying quantum mechanics, gravitation, and cosmology within a "Bohmian" quantum field theory outside the standard model, conceptualized as the Helical Spin Theory (HST) and the Higgs-Tachyon-Push (HTP) Field Theory. By replacing abstract geometric spacetime curvature with a flat, three-dimensional Euclidean space governed by an absolute, linear time arrow, we derive relativistic and quantum mechanical phenomena from the hydrodynamics of a dense, viscous-like, co-moving background medium. Gravity is mathematically formulated as an active mechanical process mediated by an isotropic flux of energy-less tachyons, unmasking gravitational attraction as an asymmetric net pressure differential caused by momentum shadowing between adjacent bodies. This framework provides a parameter-free, quantitative reproduction of standard astrophysical benchmarks via a spat-temporally Variable Speed of Light (VSL), accurately mapping gravitational light deflection, Mercury’s perihelion precession, and the deep-space Pioneer anomaly drift under explicit solar shielding metrics. Furthermore, kinematic clock retardation and muon lifetime extensions are derived as a physical vacuum resistance opposing the internal elementary vortices, effectively resolving relativistic paradoxes without an ontic warping of time. Notably, the local speed of light continuously approaches zero (c -> 0) at the center of compact masses, mathematically preventing non-physical metric singularities. On the microscopic scale, the double-slit paradox is formalized using an ontic, non-local pilot wave in line with De Broglie-Bohm mechanics. Within this framework, the empirical paradox of evanescent states in photon waveguides (where velocity scales with negative kinetic energy) is mathematically resolved through a media-mechanical phase transition into the superluminal tachyonic mode. The statistical nature of quantum mechanical probabilities is deterministically derived from the stochastic ram pressure of the viscous-like background medium, thereby entirely substituting the requirement for Dark Matter, Dark Energy, and virtual particle fluctuations.
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Justin Mader (2026) studied this question.
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