A Little Bit Of An Explaination of discrete permittivity and impedance

As superstrings differentiate over time, their discrete permittivity begins to "wear-out."  When the discrete permittivity of superstrings starts to wear-out, the discrete impedance of their directly corresponding Fadeev-Popov-Trace eigenstates begins to wear-out over the course of the same general group metric.  When such an initial loss of discrete permittivity and such a loss of discrete impedance in superstrings and their directly corresponding Fadeev-Popov-Trace eigenstates respecitively happens to the point that such metric-gauge is almost fully depleted, then, the said superstrings and their corresponding Fadeev-Popov-Trace eigenstates go through what is known of as a Kaeler-Metric so that both superstrings may reattain discrete permittivity and so that their field trajectory (PLP) may reattain their discrete impedance.  As this happen, the Kaeler-Metric happens in such a manner so that -- not only will the substringular phenomena that I have just mentioned will reattain their respective permttivity and impedance, yet, also so that norm-conditions may change over the course of  Gaussian Transformation-based metrical activity. Gaussian Transformations that involve the scattering of light are known of as gauge-transformations.  Gauge-Transformations work to allow for entropy -- which is essential so that physical states may change.  The arena of the knowledge of gauge-transformations will be more thoroughly discussed in course 20 about Calabi-Interactions.  The discrete energy permittivity and the discrete energy impedance that the substringular reattains bears the prior mentioned geni of fractaled Njenhuity that is based upon the condition that certain phenomena sometimes may be able to travel to different sets of parallel universes.  Also, this bears upon the condition of what happens during Ultimon Flow.  This way, phenomena may bear some sort of association with all of the other phenomena in space-time-fabric -- so that such a "fabric" may be of a space-time-continuum.  Enough for now!  Sincerely, Samuel David Roach.