Part Three of the Ninth Session of Course 18 -- the Ricci Scalar and the Kaeler Metric

When any given arbitrary unfrayed superstring of discrete energy permittivity that is moving in a Noether-based manner is pulled transverselly in a discrete kinetic flow -- the holonomic substrate of the so-stated topological entity will then here bear a wave-tug/wave-pull that is propagated to the scalar magnitude of the Planck-Length, through the Ward-Caucy-based coniaxial of the net Hamiltonian operand, that may be described of as a traversal of 3*10^(-35) of one meter -- in either the resultant directoral Minkowski-based planar re-delineation for a transversel distribution that is of a flat-spaced transfer, or, in a resultant directoral Hilbert-based volume-related re-delineation for a transversel distribution that is of a volumed space transfer.  If the transfer of the integrative index-based coordinates of any given arbitrary superstring that is propagated in a directoal wave-tug/wave-pull is of a Minkowski-based manner, then, this is indicative of the re-delineated superstring that is completely flush in the directly associated redistribution of the so-stated index-based coordinates of the here respective given arbitrary topological entity of holonomic substrate that has here adjusted in position from one instanton to the next.  Yet, if the said transfer is, instead, of a Hilbert-based nature, then, the here eluded-to directoral-based wave-tug/wave-pull will then here involve a certain degree of a torsioning of the core-field-density that is Gliossi to the so-eluded-to superstring -- of this specific example -- at the Poincaire level.