Monday, May 30, 2016

Alteration Of Manner Of Substringular Core-Field-Density

Let us initially consider a one-dimensional superstring of discrete energy permittivity, that is an open-loop string of plain kinetic energy -- that works here, to help to comprise the composition of one respective given arbitrary electron.  Let us next say, that the so-stated electron is to now drop back-and-forth an energy level -- in so as to release its spare energy, in the form of a photon.  This general genus of activity, as I have mentioned before -- works to involve the Green Function and the Fujikawa Coupling -- in so as to help to explain what happens when a one-dimensional superstring of discrete kinetic energy is to then be converted into a bosonic superstring of discrete electromagnetic energy.  As the just mentioned Fujikawa Coupling is to be happening -- as is according to the mathematical Ward-Caucy-based general tense of what is here to be known of as the Green Function -- the initially existent two-dimensional core-field-density of the initially proximally local one-dimensional string, is to then be converted into what is to ensue, as a three-dimensional core-field-density.  This would then involve the initially proximally local integrative washer-like field of the said core-field-density of the so-stated open-loop-based string, that would here have a relatively small centralized annulus, to then undergo a conversion into then bearing of the morphological-based nature of tending to be of a two-dimensional superstring -- that is to then bear a relatively toroidal-like three-dimensional core-field-density, that will then tend to work to bear a Laplacian-based torsioning -- that will here be Gliosis at the Poincare level to the said core-field-density of the so-eluded-to bosonic string of discrete electromagnetic energy, in such a manner in so as to form that general genus of a cohomological-based manifold, that is here to be of a Calabi-based manner.
I will continue with the suspense later! To Be Continued!  Sincerely Samuel David Roach.

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