Torsional Eigenindices Of Discrete Energy Quanta

Let us take into consideration, the physical conditions of a discrete quantum or quanta of energy -- that moves, under the Ward-Caucy-based conditions of having, over a correlative group-metric, the Fourier-based state as to having the presence of non-perturbative torsional eigenindices -- over the so-stated correlative group-metric.  It is the Yukawa-based Ward-Caucy-related activity of the directly corresponding Njenhuis charges, that are to here be physically applied to the holonomic substrate of a discrete quantum or a discrete quanta of energy, -- that would then tend to work to alter or to perturbate the initially so-eluded-to Jacobian eigenbase, as to the correspondence of the translation of the holonomic substrate-based eigenindices of the directly corresponding discrete quantum or quanta of energy -- that are to here be directly effected, in a Yukawa-based manner, by the so-eluded-to Imaginary set of one or more charges -- that would act here, in so as to tend to work to help, in the process of then working at forming such a genus of a flow of the said respective discrete quantum or discrete quanta of energy, to where the so-stated discrete energy is to then be "pushed" or "tugged" as a unit, in any directly corresponding holomorphicity, in which the respective given arbitrary pulse of the correlative Njenhuis or Imaginary charge or charges, that will have here been applied to the said discrete energy, will have here been proscribed for as, over a successive series of group-related instantons.
I will continue with the suspense later!  To Be Continued! Sincerely, Samuel David Roach.