Friday, October 24, 2014
Part Six of the First Session of Course 18
The said mechanism -- here being the Fischler-Suskind-Mechanism, happens via the activity of the multiplicit Klein Bottle, and, the so-stated Klein Bottle is put together in a manner that is termed of as the Schotky Construction. Those superstrings that "tire" by their initial lack of their fractals of discrete energy permittivity -- as well as those directly corresponding Fadeev-Popov-Trace eigenstates that "tire" by their initial lack of their fractals of discrete energy impedance, go through a whole large process -- over a course of a sequential series of iterations of group instanton -- by entering the so-stated Klein Bottle, via a general genus of substringular activity or metric, that is known of as the Kaeler-Metric. The Kaeler-Metric adds a certain degree of kinematic drive to the pulsation of the permittivity of superstrings that are then going through this general format of activity -- as well as the Kaeler-Metric adding a certain degree of kinematic drive to the pulsation of the impedance of the correlative Fadeev-Popov-Trace eigenstates that are then going through the general format of activity. Such a general genus of special activity helps to allow for the Ricci Scalar to work at maintaining its needed relationships with the both the angular moduli, the spin-orbital moduli, as well as the transversal moduli, of the multivarious discrete units of energy -- that are portrayed by the kinematic activities of superstrings and their correlative Fadeev-Popov-Trace eigenstates. A superstring is more likely to be in the process of undergoing a Noether-based flow, when it is undergoing the Kaeler-Metric. Since any given arbitrary superstring and its directly associated substringular "entourage" will periodically enter the process of a Kaeler-Metric eigencondition, often, a tachyonic string will be undergoing a Kaeler-Metric eigenmetric -- yet in a manner in so that the cite of each ensuing iteration, whereupon the correlative substringular entities enter each ensuing stage of the here given arbitrary eigenstate of the Kaeler-Metric -- will here successively enter a different specific substringular locus per each of such stages of the said corresponding Kaeler-Metric, to where the eminent attributes of such a temporary constant alteration of specific locus are functionally indistinguishably different. To be continued! Sam.
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7:01 AM
Labels:
eigenstate,
Fadeev-Popov-Trace,
Kaeler-Metric,
Klein Bottle,
Schotky Construction,
superstrings
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