Harmonics Of Schwinger-Indices

When those particular Schwinger-Indices, that are here to be produced by any given arbitrary set of light-cone-gauge eigenstates -- that are here to be relatively proximal local to any one given arbitrary proscribed super string-related region, -- are to work to bear a vibrational propagation that is of a harmonic nature, this general tense of an occurrence will tend to "move into the direction" of attributing to the consequential Fourier-related activity, of a set of one or more relatively local Riemann scatterings of cohomology-related generation, that will tend to occur at a region that is here to be relatively adjacent to the earlier mentioned initially formed harmonic Schwinger-Indices, that are here to tend to have just been formed by that general plucking activity of gauge-bosons upon the topological surface of their correlative light-cone-gauge eigenstates.  Consequentially; when those particular Schwinger-Indices, that are here to be produced by any given arbitrary set of light-cone-gauge eigenstates -- that are here to be relatively proximal local to any one given arbitrary proscribed super string-related region, -- are to work to bear a vibrational propagation that is of an anharmonic nature, this general tense of an occurrence will tend to "move into the direction" of attributing to the consequential Fourier-related activity, of a set of one or more relatively local Rayleigh scatterings of cohomology-related generation, that will tend to occur at a region that is here to be relatively adjacent to the earlier mentioned initially formed Schwinger-Indices, that are to tend to have just been formed by that general plucking activity of gauge-bosons upon the topological surface of their correlate light-cone-gauge eigenstates. Sincerely, Samuel D. Roach.