Saturday, July 30, 2016

Operators And Group Attractors, Part One

First, do you know how certain things come in discrete bundles -- like electric voltage, electric charge, the energy of light, etc. ...?  Well, let us first observe how this effects the globally distinguishable realm, then we'll see how this is an operational-associated function of the substringular realm.  Let us get down to the partitional level --- as we would logically detect it.  You know how a first-ordered point particle in the globally distinguishable has a diameter that is on the order of 10^(-86) of one meter?   And that this, in a way, may often act as a relatively Njenhuis-based length -- when this is taken relative to other first-ordered point particles that are not of the same universal-based setting, -- in the process of extrapolating the covariance of the Gaussian-based spacing of one first-ordered point particle that is of one tense in the substringular, to the covariance of the Gaussian-based spacing of another first-ordered point particle that is of another respective tense in the substringular.  Well, as any said given arbitrary superstring of discrete energy permittivity, works to exist as a differential set of integrative segments, that are separated by what may be thought of as partitions, that work in this case in so as to make-up the Gliosis-based topology of the holonomic substrate of a superstring,  in which such a given case scenario will then work to consist of at least one of such so-called separations -- its constituent-based first-ordered point particles, after a discrete period of being an eigenstate of free space during the generally noticed duration of Ultimon Flow (which is during the course of one iteration of group-related instanton), will then seem to our detection, to disappear as a kernel of free space -- over what will here be in the process of an iteration of the generally unnoticed duration of Ultimon Flow.  I will discuss what happens here in more detail soon.
I will continue with the suspense later!  To Be Continued! Sincerely, Samuel David Roach.

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