Part Three Of Reverberations And Kahler-Metric Eigenstates

Let us initially consider three electrons, that are to here reverberate back-and-forth -- when this is individually taken -- in a manner to where all three of the said electrons are to be dually interdependent in a manner that is both covariant, codifferentiable, and codeterminable, over the course of a Fourier Transformation, that is to here involve a group-metric of a sequential series of group-related instantons.  All three of these said electrons are to exist here as three separate yet interdependent orbifold eigensets. The three said kinematic electrons are to be kept here in a tightly-knit region of spatial parameters -- to where the field that is of the so-eluded-to confined region of space, by which the said covariant tritiary action is to occur -- is to be of a Ward-Caucy-based boundary condition, that is Yukawa to being of a tense of the core-field-density of the combined electrostatic force -- that is formed by the kinematic electrodymamic energy-based force, that is of the motion of the so-stated three electrons, over time.  The reverberation of the said three electrons is to be of a relatively synchronous nature.  The quicker that the pace of such a general pattern of the iterative quality of the reverberation is, -- the higher that the covariant-based mass of the tritiary electrostatic kinematic force in this case will be.  The higher mass will then work to form a higher density of the core-field-density of the holonomic substrate that is Gliosis at the Poincare level to this general topological substrate of the said tritiary electrostatic action. The quicker reverberation will then, as well, work to form a higher scalar amplitude of the metrical succession of the directly correlative antiholomorphic Kahler condition, that would there be formed by the back-and-forth motion of the three said electrons, over time.  This hightened rapidity of the pace of the formation of the respective antiholomorphic Kahler conditions, will work here to form more scalar amplitude of the Yukawa interaction of the Kahler-Metric upon the holonomic substrate of the topological stratum of the phenomenology of the three said electrons, over the so-eluded-to group-metric.  Such a cyclical tense of permutation is mainly metrical-based, since the increase in velocity so inferred -- is of a metrical perturbation.  I will continue with the suspense later! To Be Continued!  Sincerely, Samuel Roach.