Friday, February 4, 2022

Recollecting Reductional Gauge-Invariance

 Here are eight factors, that work to determine, as to whether or not a proximal local set of discrete energy quanta, is to be working to exhibit the display, of the physical condition of reductional gauge-invariance:

1) The Lorentz-Four-Contraction, is to be maintained in such a case, at the same scalar magnitude. 

2) Both the innate tense of the correlative net directoral, and/or, the net scalar amplitude of the directly associated angular momentum, is to be maintained.

3) There is to be no viable perturbation, in the spin-orbital momentum, as this is here to be incurred, upon the holonomic transference of the topological manifold, that is here to be smoothly flowing, in a relatively trivial isometric manner, as proximal local to the Fourier spatial translation, by which such an inferred light-cone-gauge eigenstate, is here to be applying a net cohesive tense of a physical restraint upon this. 

4) There is to be no viable perturbation, in the charge and/or in the entropy, that is here to be incurred, upon the directly associated light-cone-gauge eigenstate.

5) There is to be no viable perturbation, in the heat (as heat is here to be considered, as to be directly corresponding to the nature and behavior, of infrared photons), that is here to be incurred, upon the directly associated light-cone-gauge eigenstate.

6) There is here to be no viable perturbation, in the heuristic gravitational force, that is here to be incurred, upon the directly associated light-cone-gauge eigenstate.

7) There is here to be no viable perturbation, in the anti gravitational force, that is here to be incurred, upon the directly associated light-cone-gauge eigenstate.

8) The symmetric gauged motion of the directly associated light-cone-gauge eigenstate, is here to bear a correlative Fourier-Related general spatial translation, that is here to be innately guided, by the general tense, of a Noether-Based flow. 

I WILL CONTINUE WITH THE SUSPENSE LATER! TO BE CONTINUED! SINCERELY, SAMUEL.

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