Let us consider an orbifold eigenset. It is comprised of a set of discrete quanta of energy-related phenomena. The flow of energy of each of the just mentioned individually taken discrete quanta of energy, is based upon the Lagrangian-related sequential series of instantons of the phenomenology of the said individually taken discrete quanta of energy. Next -- take the integration of the overall set of discrete quanta of energy, that are here to work to comprise the mentioned orbifold eigenset. Take the Lagrangian-related sequential series of the group-related instantons, that are of the phenomenology of the so-eluded-to integrative set of the overall said orbifold eigenset. This will then work to give one the flow of energy of the directly corresponding set of discrete quanta of energy of this case -- that operates here, in so as to perform one specific given arbitrary respective function over time.
To Be Continued! Sincerely, Samuel David Roach.
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