Part Two Of Schwinger-Indices And De-Broglie Waves

Let us initially consider one given arbitrary superstring, that works to bear a maximized Lorentz-Four-Contraction, over the course of one respective iteration of BRST -- which will here, work to help cause the directly corresponding effectual Polyakov Action eigenstate of such a case, to then be minimized.  This will then work to help cause there to be a relatively minimal scalar amplitude of mini-stringular segmentation, to be fed into the correlative second-order light-cone-gauge eigenstates of such a case, -- during the respective given arbitrary Ward-Caucy-based condition of the here correlative iteration of BRST.  This will then work to cause there to be the condition of those consequently formed correlative Schwinger-Indices, that are thence formed, to bear a relatively small period, along with these to then work to bear a relatively large frequency.  This makes sense, due to the condition -- that when any respective object that has mass, is to be moving at just under light-speed, -- the object of such a given arbitrary respective case, will both notice relatively little time go by, as well as the said object of such a given arbitrary respective case, to here bear a higher tense of tending to bear a certain scalar amplitude of De-Broglie wave-based characteristics -- over the duration in which such a said object is to then be traveling at just under light speed.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.