Mainstream Quantum Mechanics
Feynman's Equations / Pointing Vector
Used to argue that in 4D, non-transverse waves have zero pointing vectors (no energy transfer), but in 5D, they transfer energy via scalar potentials.
Scientists / Papers
Richard Feynman
Cited In
We Live in a Literal Matrix →Theories Citing This Reference (2)
Longitudinal Waves
A retelling of a longitudinal wave that utilizes direct energy transfer from scalar vector potentials as an adjunct to classical Maxwell field equations.
Scalar Wave Communication and Teleportation
Using Ferris Williams' 5D scalar physics, it is possible to create non-transverse scalar waves that transfer energy and information without violating causality. This allows for faster-than-light communication and macroscopic teleportation by manipulating the refractive index of spacetime.