Norm-Conditions Changing

Space has both a Minkowski and a Hilbert dimensional basis. Minkowski space is flat space. Flat space may only exist in up to 26 spacial dimensions. Hilbert space is space that bears a non-holographic volume. Hilbert space, from the perspective of one universe, may have anywhere from three to thirty-two spacial dimensions. All space, whether it is Minkowski based or Hilbert based, also has the dimension of time. Whether or not a particular differentiation is time-based or not time-based will effect whether or not the given differentiation involves a Fourier Transform or a Laplacian Transform. So, both Minkowski space and Hilbert space, given the condition of particular descritpion, may be described occasionally with Fourier Transforms and occasionally with Laplacian Transforms. The space of each of the trhee sets of parallel universes, taken individually, involves thirty-two spacial dimensions plus time. Time is a measurement of relative motion of the associated spacial dimensions. So, all physicality involves ninety-six spacial dimensions plus time. The thirty-two spacial dimensions of one set of parallel universes involves a multiplicitly intertwined integration of a twenty-six dimensional flat sheet of space-time that is made intertwined by the kinematics of cavariant homotopy, along with the six associated Njenhuis spacial dimensions that are a counterpart of the six Real Reimmanian spacial dimiensions of the D-fields of the orbifold eigensets that individually comprise electrons. This integration of a multiplicit intertwined sheet of twenty-six Real Reimmanian spacial dimensions with six Chern-Simmons based Njenhuis spacial dimensions that act as an equal and opposit Cassimer-based reaction to the Real Reimmanian spacial dimensions of an electron forms an over riding Hilbert space that bears a homotopy that is too Lagrangian per group metric to be flat-based, since it is thirty-two dimensional spacially plus time, in the bases of volume perceived is not flat then. Since the bases of spacial dimensionality when considering the multiplicit multi-twined Mobiaty along with the field integration of the electromotive force, whose gravitational settling provides for the strong force of gluons, is not a mere translation of a steady or even a torsional integration of flat space, the bases of space-time volume must be a maximal Hilbert space per set of parallel universes, and thus, space-time is not simply based on a holographic perception of exterialized volum. The Chan-Patton rules governing the field networking of electrons to obey the Pauli Exclusion princitpal of adjacent electrons spinning antisymmetricly causes space to be defined as a hyperextended sheet that is torsioned in a Gliossi manner with six added dimensions in a virtual Mobiaty that envelopes to incorporate a second side and a second edge after the Laplacian "procurement" of each orbifold spacial distribution. That is why the E(8)XE(8) strings that hold orbifolds and orbifold eigensets together must also, and can only, spin antisymetrically, relative to adjacent E(8)XE(8) strings that are surrounding the same respective orbifolds and orbifold eigensets.  There are 48 different geni of Njenhuity per set of universes, in terms of spatial norm-based conditions that exist in order for there to be 32piI degrees of freedom in each set of universes.  Each superstring ideally has a fractal of the said 48 geni of Njenhuity incorporated in these as discrete units of permittivity -- in order for superstrings to ever be able to act as discrete units of energy permittivity.  Likewise, the inverse manner iof such mentioned geni of Njenhuity exists in such a manner within the Neumman-Caucy bounds of discreet energy impedance to where each Fadeev-Popov-Traces acts as a discrete unit of energy impedance.  The reattaining of discrete permittivity and the reattaining of discrete impedance that is brought into superstrings and Fadeev-Popov-Traces via the activity of the Kaeler-Metric works to keep the substringular in such a condition to where energy is able to persist.  It is the Kaeler-Metric that works to allow the existence of Gaussian Transformations so that substringular phenomena is able to go through those changes in norm-conditions as well, so that energy may exist spontaneously -- and so that energy may persist.