Tuesday, February 21, 2017

The Klein Bottle -- the theoretical versus the actual

Theoretically -- a Klein Bottle eigenstate can not be penetrated by any norm-state-projection.  But in reality, this is how the holonomic substrate of a Klein Bottle eigenstate works to behave -- over the course of a correlative respective given arbitrary instanton.  Let us initially say that a discrete quantum of energy is to be going to go  into the Gliosis-based interaction of the Kahler-Metric.  The correlative superstring of discrete energy permittivity of such a given arbitrary case, is to have just undergone the simultaneous activity of the Polyakov Action and the Bette Action, over the course of BRST.  BRST is the first 6 hbars of a Planck Instant, that are out of a total of 2pi hbars of a Planck Instant, that work to comprise one instanton.  At this point -- the overall discrete quantum of energy of this case is to ensue in so as to barely immerse into the relatively top surface of the said holonomic substrate of the correlative Klein Bottle eigenstate, by "riveting" into this so-stated "top surface" -- while in the process, having to have the said overall discrete quantum of energy to fully compactify upon entry.  At this point --  the discrete quantum of energy is to shake back-and-forth a total of 8 times.  (Sixteen overall shakes then.)  Immediately after this -- the discrete energy is to then to tend to be pushed into the Regge Action, to where this said pushing will then tend to move in the manner of working to  fully decompactify the so-stated discrete bundle of energy.  This said interaction of the discrete energy quantum with the Klein Bottle,  will tend to take one-half of the remainder of the proximal localized instanton, while the ensuing Regge Action will tend to take the remaining one-half of the duration of instanton.  The discrete quantum of energy will then go into the generally unnoticed duration of Ultimon Flow -- while then iterating into its next delineation, in which such a discrete bundle of energy is to interact in a Gliosis-based manner with such a Klein Bottle eigenstate.  It takes a sequential series of 191 of such successive interactions, -- with a delineatory-based path, in which the said discrete energy is to be going in what may be termed of as its relatively holomorphic direction -- in order for those discrete fractals of energy to be re-attained, so that discrete energy may both persist and exist.
I will continue with the suspense later!  To Be Continued!  Samuel David Roach.

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