On the Perturbation of Certain Covariant Superstrings

How may one describe the perturbation of a set of superstrings of discrete energy permittivity that interact in so as to work to form one homogeneous structural-based morphology of holonomic substrate-based phenomenon?  Let us initially say that one were to have -- in one specific given arbitrary scenario -- one million superstrings of discrete energy permittivity, that operate, -- along with their directly corresponding discrete impedance -- in so as to directly associate as one cohesive covariant, codeterminable, and codifferentiable whole, in the process of behaving as one orbifold eigenset that operates -- in so as to perform one specific substringular function, over a discrete basis of a sequential series of group-related instantons. So, these so-stated millions of such substringular indices function in so as to act as one discrete Hamiltonian operator, over time. These so-stated million substringular indices may either be adjacent in the substringular, and/or, these said million substringualr indices may be adjacent in the globally distinguishable.  Either way you "look" at it, all of these one million overall operators of discrete energy work to bear an abelian-based geometrical wave-tug/wave-pull, that works to form an overt and viable leveraging of all of these said discrete Hamiltonian operators of substringular energy upon each other, in one manner or another  -- since all of the said respective million discrete units of the holonomic substrate of energy are here, in this particular case, of the same universal setting in the multiverse.  Let us now say that the just eluded-to wave-tug/wave-pull -- that is here interdependently applied to each of the said discrete holonomic substrate-based units of energy -- by all of the said one million Hamiltonian operations of discrete energy upon each other, work to bear a convergent tense of holomorphology.  What this here means is that the initial activity of the said superstrings of this case scenario works to pull the Ward-Neumman Laplacian-based contour of the here respective interactive superstrings, into a shape that is homogeneous or smooth and evenly mixed -- when such a perspective is taken at a "snapshot" that would here be from the vantage-point of a central conipoint that would here be at the Poincaire level of a directly related Sterling Approximation.  This Ward-Neumman condition that I have just mentioned, works to form a Ward-Caucy eigencondition of the here respective discrete Hamiltonian operators of energy, this of which would here indirectly work to cause the said superstrings of discrete energy to differentiate in a symmetrical-based manner -- in so as to here bear a certain parity attribution, over the here eluded-to multiplicit Lagrangian eigenbase of interactive mappable tracings of the respective cohomologies.  This genus of symmetry of which works to make all of the so-stated interdependent superstrings of this case -- in one manner or another -- act as being discernabe in a close or proximal manner, over the eigenmetric that is here directly related to the covariant, codeteminable, and codifferentiable activity of the said discrete Hamiltonian operation that here acts as one overall eigenbase of operational index.  I will cut to the chase later!  Sam.