Reverberations And The Kahler-Metric, Part Four Of Four

Let us initially consider a set of three relatively adjacent electrons, that are to initially reverberate through one general Stoke's-related Lagrangian-based Hamiltonian operand, -- in a reiterative manner that is to maintain its general tense of velocity, in a relatively transient duration of group-related metric.  Let us next consider that, after the reverberation that I have just generally described, is to have reverberated a certain discrete number of times in a back-and-forth manner, -- to where the general plane of reverberation is to then adjust in a vibratory oscillation-based manner, by a Ward-Caucy-related degree of orphoganation.  Let us next say that, once the general plane of orphoganation of the so-eluded-to set of three orbifold eigensets is to then reverberate in that so-eluded-to Stoke's-based Minkowski-related plane of regional eigenindices, this will happen to where these orbifold eigensets will act as eigenstates, of which are of a sequential series of back-and-forth reiterations that are to work here to bear a relatively constant velocity.  Let us then consider that the second inferred rate of reverberation that is to here exist in the second said tense of orphoganation is to bear both the same general manner of a Noether-based flow, and as well as also working to bear the same general manner of Majorana-Weyl-Invariance in its holomorphic tense of directoral-based flow, as the initial tense of reverberation that was to exist in the initial tense of orphoganal-based back-and-forth flow was to bear -- in both its general manner of Noether-based flow and the same general manner of its Majorana-Weyl-Invariance, -- over what may here be described of as a tense of a metrical-based reverse-fractal of a "Sterling Approximation" of the tense of the flow of the second stated genus of reverberation in relation to the flow of the first stated genus of reverberation. The Lagrangian-based Kahler quotients that are to here be used to compare the Yukawa-based interactions of the general Kahler-Metric eigenstates of the second said reverberative state, will then tend  to bear complex roots -- when this is taken in relation to the first said reverberative state, and vice-versa, when the so-stated reverberations are to be compared to each other in an isomorphic manner -- that is to here be metrically overlapped as a conjugate dual group-metric, -- in which the trivial permutations are to here be omitted.  I will continue with the suspense later!  To Be Continued!  Samuel David Roach.