As To The Related Workings For An Abelian Geometry

Superstrings -- one or two-dimensional -- that bear a Kaluza-Klein light-cone-gauge topology, bear a supplementally directed Laplacian-based mapping of their second-ordered light-cone-gauge eigenstates over the course of BRST.  This causes these second ordered eigenstates when as taken as individual holomomic substrates to be relatively straight in terms of their theoretically Laplacian-based projection during BRST.  Yet, in reality, such eluded to projections curve hyperbolically over the course of BRST due to that Clifford Expansion that is related to the activity of the Polyakov Action.  So, the compactification of a Kaluza-Klein light-cone-gauge topology is then the abridgement of the scalar amplitude of the relatively forward holomorphic Lagrangian that is directly related to that general directoral pull that a directly corresponding superstring is to move into during the generally unnoticed duration of Ultimon Flow.  This is given as to what world-tube the directly corresponding superstring is in directly prior to the end of the directly related iteration of group instanton.  Any mass that behaves as a mass during the course of group instanton bears a Kaluza-Klein light-cone-gauge topology.  Masses may convert into having a Yang-Mills topology as these become tachyonic, while yet returning to having a Kaluza-Klein light-cone-gauge topology once these return back to moving as is according to Noether Flow.  So, masses may be translated into going faster than light (or, as fast in some cases), yet, a mass as a mass can not actually go at the speed of light.  This is a matter of converting the format of an eigenbasis of light-cone-gauge topology from one genus of abelian nature to another genus of abelian nature.  The activity of the compactification of any light-cone-gauge eigenstate is spontaneous when mini-string holonomic substrate is threaded-out of the general field of the given arbitrary light-cone-gauge eigenstate that is to be compactified.  Such an unthreading is made possible by the activity of certain Campbell-Hausendorf and/or Hausendorf norm-state projections that act upon certain zero-norm-state projections in a multiplicit manner in so as to pull certain inter-twined mini-string segments in a homotopic manner out of the general core field of the given arbitrary light-cone-gauge eigenstate that is to be compactified.  When a light-cone-gauge topology is compactified, the tendancy of a conversion of local phenomena into a tachyonic mode is increased.  Such a tendancy is one means of which one is capable of triggering one or more Wick Action eigenstates to start the process of a Gaussian Transformation.  Such a dual tendancy here is due to the necessity of the existence of a certain amount of entropy in order for the needed perturbative activity that is necessary for certain scattering amplitudes that may allow for the existence of converting the light-cone-gauge when in terms of its genus of abelian geometry.  I will continue with the suspense later!  Sincerely, Sam Roach.