Matinga’s Law of Quantum Relativity

Quantum Relativity or Simply ‘Relativity’

Please see the final analysis on Matinga's Relativity - Special & General Relativity in one simple equation.

Relativity can only make causal sense when considering one observer’s perspective at any given time. Two simultaneous observer orientations as observer breaches relativistic causality.

When working with height, sine is easier to understand than sine squared. For example waves, nature causality of no negative time evolution dictates that we describe natural waves with sine squared. Height is the only concern below, so sine is applied.

( d/2 ) = ( Sin ^ 2 (θ) + Cos ^ 2 (θ) ) ^ 1/2,

Sin ( θ ) = ( ( d/2 ) ^2 - Cos ^ 2 ( θ ) ) ^ 1/2

Matinga Transformation

where d is the distance between observer and object.

Relativistic unit = unit [c] * Sin (θ),

or Matinga unit or unit [M]

Displacement of 1 unit of diameter between observer and object reference frames:

unit [M] = unit [c] * Sin (θ).

= unit [c] * ( (1 rad ) ^ 2 - λ ^ 2 ) ^ 1/2,

where λ (harmonic wavelength, rad) is the fraction of d (full displacement, in m) between observer and object

= unit [c] * ( ( 1 rad )^ 2 - ( ω * t / 2 * Pi rad ) ^ 2 ) ^ 1/2,

where dividing the arc length displacement, by one full cyclical displacement, 2 * Pi rad, for horizontal oscillation, which derives:

critical unit = unit [M] / ( ( 1 rad ) ^ 2 - x ^ 2 ) ^ 1/2.

Distance (d) presents the superior argument, as opposed to radius. Harmonic wavelength equates to a portion of the distance or harmonics of 'linear' diameter - also 'd'.

(Special Note: All physics dimensions are comprised of a harmonic (number) multiplied by a critical or unitary portion of that dimension, as every dimension is formed from harmonics and some type of unitary constant. The critical dimension is a another name for that constant.

Eg 1. f = n * f [c], n * 1 Hz, where n is natural number or harmonic number.

Eg 2. λ = n * λ [c], n * Pi rad).

The unit in each example may be for any physics measurement including time or gravity/acceleration. The universal unit, is unit [c]. For universal time, it would be

relative time = time [M].

Universal time (time [c]) is simply local observer time, wherever the observer is being mathematically referenced in a physics calculation. That is a concept which Albert Einstein vehemently opposed. There must be universal time to relate all other time to.

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