The Last Part of the Fifth Session of Course 16

Let us initially say that a substringular region bears an antiholomorphic Kaeler condition.  This works to bring in ghost inhibitors that act in so as to annharmonically scatter upon ghost anomalies, which happens in so as to scatter the eluded to group attractors (in this case, the ghost anomalies that I have just mentioned).  This happens in such a manner to where there will be enough room for those physical Hamiltonian operators, that will here alter in their  norm-coniditions, to then be able to both spontaneoulsy and persistently move along the Ultimon over time. This does not here include the existent condition, that Gaussian Transformations work in so as to build-up enough of a fractal of discrete energy permittivity -- in order for the directly corresponding superstrings to be able to continue to exist as units of discrete energy permittivity.  This also does not include the existent condition that Gaussian Transformations inclusively act in so as to build-up a fractal of discrete energy impedance, so that Fadeev-Popov eigenstates may continue to exist as discrete units of energy impedance.  As the "infringed" Gaussian conditions of the previously mentioned change in norm-conditions brings in negative-norm-states -- in so as to act as a group attractor that brings in a ghost inhibitor that functions as a Hamiltonian operator that is utilized towards the purposes of an annharmonically scattering of the eluded to ghost anomalies --, this happens as such an interaction of the so-stated negative-norm-states upon the harmonically scattered positive-norm-states that had worked to form indices of ghost anomalies, to where this interactive activity is brought into the general format of such a substringular cite.  This interaction works to restrict the condition of an expansion of ghost anomalies, that had here formed in the general locus of the eluded to substringular neighborhood.  At this point in metrical extrapolation, the ghost anomalies of the directly corresponding world-sheets begin to scatter in an annharmonic manner, due to the supplemental so-stated positive-norm-states that had acted in a relatively abelian manner upon the Gaussian conditions of the positive-norm-states that have been scattered.  This so-stated harmonic scattering, that works to form those ghost anomalies that will then later be elliminated, happens during a directly previous group metric -- this happens in such a manner in so as to form a physical memory as to both the existence and the activity of those superstrings that had previously kinematically differentiatted in the said given arbitrary substringular region that has here been discussed.  This is an activity that appertains to the directly corresponding Gaussian metric that works to form the correlative Gaussian cohomology that alllows superstrings to have enough adequate room in so as to be able to have a place in which to kinematically differentiate through time.  This genus of activity, that works to provide a continuous format of Hamiltonian operand, so that substringular phenomena may have adequate room to be able to kinematically differentiate through time, is the Donaldson-Ulenback-Yau metric.
I will continue with the suspense later!  Sincerely, Samuel David Roach.