Part Six of the 14th Session of Course 14 About Group Action

Often, two-dimensional superstrings, of which are closed-loops that act as bosonic superstrings of discrete energy permittivity -- may open simultaneously as a semigroup through the vantage-point of a centralized conipoint, in such a manner in so that the initial hoop-like topological phenomena that are here becoming strand-like topological phenomena act as superstrings that are here converting as a group from one genus of topological substrate to another genus of topological substrate, and, are also altering in their transversal, radial, and/or orbital kinematic differentiation -- over the course of the same group metric-based duration.  Such a manner of Fujikawa-based Coupling may happen in the process of a perturbation of both the spatially-based and the metrical-based locus of the formation of the ensuing world-sheets, to where the format of the consequential ghost anomalies that are formed will alter as a direct result of the directly prior mentioned general condition of such a genus of the eluded to multiplicit Fujikawa Coupling.  Thus, the cohomological alterations of the ghost anomalies that are formed as an integrable whole by the group alteration of the genus of the said superstrings -- that work together here simultaneously through the vantage-point of a centralized conipoint -- may often involve a relatively smooth interconnection of the mentioned ghost anomalies, that would thence act as a Hamiltonian operator. This activity would then involve an eluded to given arbitrary perturbative orbifold that translocates from functioning as an operation of superstrings that initially behaved as units of discrete kinetic energy permittivity, that act as a group in an orbifold -- that functions as an operation of superstrings that behave as units of discrete electromagnetic energy permittivity, that act as a group in an orbifold.  As such a cohomology of ghost anomalies work to denote a physical memory of the directly prior activity of the just mentioned group functional basis of certain codifferentiable, covariant, codeterminable, superstrings that work together to perform a specific function, the eluded to ghost anomaly-based structures of such said orbifolds are able to then be extrapolated over a sequential series of iterations of group instanton. Such a cohomology is then said to have a Real Reimmanian basis of mappable tracing.  When the said format of Fujikawa Coupling works to instead involve the jointal interconnection of the any given arbitrary said ghost anomaly-based indices during the generally unnoticed portion of Ultimon Flow, then, the flow of such ghost anomalies will, at such a metrical vantage-point, involve a genus of Imaginary or Njenhuis cohomology.