Some More about Mobiaty

As a bosonic superstring of discrete energy permittivity that is swivel-shaped reiterates in a region, the vibration of the given bosonic superstring works to form a hermitian-based mobius pattern -- that forms a trajectory that also has a hermitian mobius pattern -- as one traces the so-eluded-to spatial delineation through the respective space-time-curvature that would be involved here.  The vibration of any given arbitrary superstring obeys the directly corresponding Chan-Patton set of functions, if the said given arbitrary superstring is acting in a Noether manner.  The Ward conditions of the Yang-Mills topology of any superstring that is of a non-abelian light-cone-gauge topology is either of a Ward-Caucy nature that is tachyonic, or, is of a Ward-Caucy nature that is Noether -- depending upon whether or not the said superstring is relatively perturbative or relatively conformally invariant.  The just-eluded-to relatively perturbative condition does not work to conform to Chan-Patton rules -- seeing that this so-stated condition is of a tachyonic nature.  The Mobiaty of a tachyonic set of superstrings is continually changing in its neighboring indices of those group inhibitors that work to define the gradient of the flow of the so-eluded-to space-time-curvature, that is involved with any given arbitrary tachyonic flow of superstrings.  The just eluded to general flow of such a gradient in Mobiaty-based indices will bear an indistinguishably different set of tensoric-based eigenstates of parametric hermicity-based flow -- that is of a tense of cyclic permutation that is encoded to each succeeding set of directly corresponding group attractors that work to constitute the respective succeeding stationing of the so-eluded-to tachyonic-based superstrings.  In this tense, the flow of such a gradient is hermitian, although, the adjacent homotopic residue will always bear both Chern-Simmons metrical-based indices and Chern-Simmons Lagrangian-based indices.  I will continue with the suspense later!  To be continued!  Sincerely, Sam Roach.