Speed of Light: Trans Dimensional Unified Field Theory

Authors

  • George James Ducas Independent Researcher, USA Author

DOI:

https://doi.org/10.47363/JPSOS/2026(8)368

Keywords:

Trans Dimensional Unified Field Theory

Abstract

TDUFT is a language of Physics: Geometry is additive and wave is multiplicative; coming together at 1 (unity or particle) and 0 (separation). Phi is Velocity and Psi is time. All elements of the equation are operators, including + and – to all symbols. The negative is not as traditionally viewed and the operator can be moved around. Geometric dimensions are the whole numbers. The dimension ladder is by powers. The speed of light equation combines both geometry and wave. When phi and psi are used together, they represent the proportionality the exists. But phi can represent longitudinal and transverse waves whose numbers would exhibit the same proportion. From dimension 2 we move to adding 1 or dimension 3 by vibration or elastic collision. Lattice points on the ether are photons. The Higgs is the photon, where being a transition particle, mass emerges through motion in the 3rd dimension. After the number 3 is reached we subtract infante harmonic attenuation or entropy to get the exact speed of light number. The TDUFT ladder is infinite. The universe is an infinite fractal; there is no center. Dimensions are infinite conjugates, velocity and time. Properties are merely functions of VT combinations or products. The equation shows geometries from 2-3 and wave mechanics to
dimension 8 and then entropy to infinity. No dark matter here, only infinite dimensional recursion, infinite dimensions. This extends to the atom, 1 particle per shell with sub-particles, at center 30% thereabouts empty shells to infinity or entropic infinite harmonic attenuation, squaring velocity and square root time shell to shell. And this system extends to the cosmos and planets. Th ether is a multi-dimensional lattice with lattice nodes.

Author Biography

  • George James Ducas, Independent Researcher, USA

    George James Ducas, Independent Researcher, USA.

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Published

2026-04-30