A Tad Bit More Of An Intraduction To Course 16

Once a photon forms, it exists in a P-Field.  P-Fields exist in a minimum of 10 spatial dimensions plus time over a minimum-like extrapolated Fourier Transformation.  Before the mentioned photon has here been formed, it existed in the Caucy-Ward bounds of an electron in the form of plain kinetic energy.  Electrons exist in D-Fields.  D-Fields exist in a minimum of 6 spatial dimensions plus time in a minimum-like extrapolated Fourier Transformation.  Let us say that an electron -- right before it drops an energy level to form a photon -- moved over the said period of time in a hermitian manner relative to its directly local physical environment.  This would here mean that it would bear a transposition of its delineaion over the mentioned duration in which the curvature of its trajectory would have been smooth in all of the first six derivatives that would here equal the number of dimensions that it existed in over the said eluded to duration.  Once that the electron mentioned here drops an energy level in so as to form a photon, the just formed photon would exist in a P-Field that exists in a minimum of 10 spatial dimensions plus time over any extrapolated Fourier Transformation while it is here a photon.  If the said photon is said to move in a hermitian manner, then the curvature of its motion through the trajectory of its path is then said to be smooth in all of the first ten derivatives that are here equal to the number of dimensions that it exists in while it is acting as a photon.  So, this not only means that a discrete substringular entity has here changed in the number of physical dimensions that it is differentiating through over time, yet, the number of derivatives that the mentioned substringular entity is here smooth in increases from the first six-derivatives of its curvature being smooth to the first ten derivatives of its curvature being smooth.  Again, this is if the said substringular phenomena is moving from what is initially a D-Field from moving in what is later a P-Field.  The acitivity of the Fujikawa Coupling via the Green Function helps to acivate such a perturbative characteristic over the directly relating eluded to Fourier Transformation in which a quantum of a discrete bundle of plain kinetic energy from a given arbitrary electron converts into a quantum of a discrete bundle of electromagnetic energy that moves through a basic extrapolation of a Noether-based environment that is not torsioned by any worm-hole, and, that is not torsioned by any black-hole.  I will continue with the suspense later!  Sincerely, Samuel David Roach.