Part One of Session 8 of Course 19 -- The Klein Bottle and Orbifold Differentiation

Let us say that a majorization was the process of double integrating the spatial parameters of a given arbitrary initial phenomenology -- this being done without an alteration in the directly corresponding time-based integrand, this said spatial alteration of which would be correlative to the change in the supposition of the Ward-Caucy-based conditions of such a respective given arbitrary case scenario. So, if one were to majorize the state of a point particle-based phenomenology in time and space  -- one would get, as a result in this given arbitrary case, a basic planar-based phenomenology in the here renewed postulation of the substringular.  If one were to majorize a basic linear-associated phenomenology from an initial of such a so-eluded-to postulation -- one would get, as a result in this given arbitrary case, a parabolic phenomenology (often, of a spherical phenomenology) in time and space.  If one were to majorize a planar phenomenology from an initial postulation --one would get, as a result in this given arbitrary case, a parabolic entity that is to here bear, let's say, an orbital tensor in time and space (as may be denoted by the extrapolation of an added orbital-based axion here).  If one were to have majorized a parabolic-based configuration from an initial postulation, or, in this case, if one were to majorize a spherical-based configuration from the so-stated initial postulation -- one would get, in this given arbitrary case, a sphere with the two added tensoric spatial entities in time and space, that would here directly appertain to the addition of both a spinor-based axion and an orbital-based axion, in the so-eluded-to changed consideration of the substringular -- this being the denoted spatial alteration, that may be considered here as a change in the postulation of the spatial parameterization of the so-stated initial conditions of the holonomic substrate -- as going from the so-eluded-to phenomenology that was initially of the said basic spherical-based nature, To the so-eluded-to changed extrapolation of the Ward-Caucy-based conditions that would be of this eluded-to case scenario in the substringular.  I will continue with the suspense later!  To Be Continued!  Sincerely, Sam.