Light As A Smooth Relation

Light is a relatively smooth relation.  Electric field interaction is also a relatively smooth relation.  If electrical fields were to theoretically dissipate, then their fields would then tend to lack their initial symmetry towards each other, and thus would bear a lack of their initial tangency.  A lack of such tangency would then work to mean, that the consequently formed motion-related singularities, that would be acting upon the dissipating electric fields of the correlative light, would then work to form a tense of divergence, that would be of a Dirac-related nature, -- since asymptotes in field interaction work to mean, that the initially contingent electric fields, that have subsequently been dissipated in this case, are then to diverge from a tense of a tangency or touch-related conditions.  If the initially stated electric field is to then to be dissimulated, then, the initially inferred tense of electromagnetic energy, is then to alter out of its initial general genus of behavior.  This will then work to cause a correlative Cevita interaction -- in the correlative delineation of the proximal local electrostatic force, that is here to be Poincare to the region of the directly corresponding Ward-Cauchy-related "neighborhood."  This then indirectly infers, that the general homotopic characteristics of the electrostatic force -- tend to work to bear a hermitian translation, when this is in terms of the Fourier-related transference of the Hamiltonian operation of the multiplicit electric field.  Sincerely, Sam.