Some Additional Stuff About The Nature of Chern-Simmons Singularities

The conditions that I have recently eluded to as to the correlations as to how the Chern-Simmons singularities that often, although often not, may be present in such a manner in so as to work to define what general format of a physical phenomenon at the quantum level is what, are in reference to the activities that happen in correspondence of one superstring relative to a neighboring superstring.  Yet, if one is to go to a fractal level below this -- down to the Poincaire level of the topological mapping of superstrings -- one may be able to extract certain conditions as to Chern-Simmons singularities that would here exist, in both a time-wise and a timeless manner, that work to form the discrete units of those various critical cusps along the topology of the said superstrings that work to allow for the said superstrings to have the permittivity that these need in order for the said superstrings to be discrete units of energy permittivity.  This means that superstrings that are attatched to Fadeev-Popov-Trace eigenstates via the light-cone-gauge are able to have wave-pull in the multiplicity relativistic holomorphic direction in so as to be able to have a "forward" momentum so that energy may exist at all.  Such "Chern-Simmons" singularities may be viewed of as sub-Chern-Simmons singularities -- since such perturbative wave-bound activity is of quantum twitching.