Wednesday, September 2, 2015

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

A point particle of a discrete size -- that is of the smallest conceivable volume in the substringular -- may be thought of as being called a third-ordered point particle.  It is third-ordered point particles that work to come together -- in so as to form what may thought of as second-ordered point particles.  It is second-ordered point particles that come together -- in so as to form what may be here considered metaphorically as tiny beads -- which is needed in so as to form what I describe of here as "mini-stringular" segmentation.  The so-stated mini-stringular segmentation integrates in the correlative multiplicit loci, where these are at, in so as to act as the core-field-density of substringualr fields.  It is the said mini-stringular segmentation that is pulled together in a compactified parabollic grouping, in so as to work to form the holonomic substrate of what may here be called first-ordered point particles.  And, when the just-mentioned first-ordered point particles are pulled into a tense of allignment, these tend to often form superstrings of discrete energy permittivity -- these of which are either of a hoop-like nature or of a strand-like nature (generally, of a hoop-like nature), and, as well, these tend to form the correlative counterstrings that act here as the counterparts of the said superstrings.  So, when one is to majorize the connectivity of the so-stated first-ordered point particles, along a Laplacian-based Lagrangian path -- at a given locus, during the course of an arbitrarily given instant in which such a group-related instanton is occuring, one will often tend to be able to derive the resultant Laplacian-based existence of the multivarious superstrings of discrete energy permittivity that exist in time and space -- in such a manner in which this existence works, at least in part, to help define the correlative respective Minkowski-based regions, that would here be iterating, in so as to work to form the activity of discrete particle-based energy, that is simply needed in order for energy to be able to remain as energy, over time.
I will continue with the suspense later!  To Be Continued!  Sincerely, Sam Roach.

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