Let us here consider the multiplicit array of magnetic flux density eigenstates -- when this is taken in terms of the substringular. An entity of a magnetic flux density, consists of multiple -- when globally distinguishabley speaking -- adjacent magnetic waves, that, through vibration, may extend the reach of their electromagnetic influence, over the span of some respective covariant bearing of time. Yet, their correlative composite magnetic waves, that may here be adjacent to our extrapolation-related observance -- may actually be more separated than we would like to initially perceive these as being, if one were to consider the overall delineation of some of such waves, -- when all of the directly corresponding Lorentz-Four-Contractions are to be theoretically counted out of the scenario for a "time being." Furthermore -- in a closest to an absolute tense, the Ward-Cauchy-related conditions, that are here to work to determine the boundary conditions at a microscopic set of considerations, are here to be of the hierarchy -- as to how things are to actually behave in the realm of the substringular. So, in a more real sense than the globally distinguishable, individual waves that are propagated from the source of a magnetic flux density -- may be separated over the course of taking the considerations of a Laplacian set of extrapolation-related conditions, even though all of the correlative waves that are to extend from a phenomenology that may here be considered to be of a magnetic flux density, are to be of one Gaussian-based eigenmatrix.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
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