Author(s)

David Grant Taylor

Edmonton, Canada.

Equations developed in this paper show the relationship between Real values measured from a Special Relativity Perspective with no Distortion [noSRPD] and the values measured from the same perspective when those values are distorted. Inverse equations using the values measured from distorted perspective [SRPD] are also reasoned. Equation logic proceeds from the original Real Time distortion equations from Einstein’s On the Electrodynamics of Moving Bodies. An alternate Time equation using the distorted velocity measured from a Relativistic Perspective is presented. Since the time distortion range is unlimited, velocity from a Relativistic Perspective can have an infinite value. Eight additional formulas for velocity, mass, time, and linear deformations are reasoned. Relativistic Perspective equations have confirmed consistency with Classic Relativity equations to 2000 significant digits for 37 velocity values ranging from 1.0E−500 m/s to (c − (1.0E−500) m/s.

Perspective, Relativistic Distortion, Distorted Velocity, Parallel Equations, Confirmation Table

Taylor, D. (2016) The Relativistic Space-Time Perspective. Journal of Modern Physics, 7, 2288-2298. doi: 10.4236/jmp.2016.716197.