A Preface To Course Ten -- Fock Space, Gravity, And The Light-Cone-Gauge

What I could now expound upon is how morphilogical sway conjoins and tears without the fraying of mini-string in such a manner so that this activity may be metaphorically described as an amorphous fluid of interacting point particles.  In an arbitrary given case here, two traits -- that may be physically described as groups of superstrings that are directly associated with corresponding norm-projections --  change covariantly relative to one another as an aggregate action that devolves.  This devolving bears eigenstates that encode for a repulsion-attraction Fourier differentiation.  Each time one of the mentioned traits aquires more homotopic residue within the confinement of its operand, the other trait that was mentioned in this scenario increases the propagation of its norm-state indices as a holonomic eigenpotential.  As the first said trait becomes polarized as a substrate, each sub-space matrix that directly corresponds to the just mentioned trait corresponds with a holonomic semi-group that renormalizes a kerneled residue of heterogeneous phenomenal discharge when in reference with the topologically quantitative integrand of that prior mentioned substrate.  This just mentioned condition starts the metrical Fourier differentiation between the separate loci transmutations in terms of wave exponentiation and degeneration via either a Clifford expansion or a  reverse Clifford expansion or
  compactification as a unitary entity through time.  The indical discharge that exists here between the pointal oscillations and the instanton couplings that are covariantly related here, as integrateed to take into consideration the global interaction between the two traits that have been described in this scenario, works to decompactify or loosen the related quaternionc sway of the here arbitrary given local parameters when in terms of the associated coaxial torque as a radial-based majorized tensor.  As the discrete units of tensoric residue -- the Njenhuis increments of residue -- transversally and vibrationally commute a Schwinger-Indical-Basis that "tingles" in such a manner so that the activity here lubricates the kinematic association that binds the two given said traits.  The coupling that is here a Yakawa Coupling forms indices that allow for a variance that translates a Weyl covariance.  The Cassimer invariance that will happen here IF the associated Yang-Mills supersymmetry takes hold will then attain a spontaneous metrical parity that involves a dual chirality that will even out the local
settings
 as each encodement is quanitzed as may be physically described by the covariant delineation of two traits -- two sets of superstrings that directly associate with their corresponding norm-projections, while each set acts as one unitary grouping -- that here had an initial direct association.  See You Later!  Sam.