Zero-Norm-State-Projections That Act As A Group-Attractor

Any given arbitrary individually taken zero-norm-state-projection, that is here to act as a group-attractor -- that is here to bear a relatively strong tendency of approaching the relative reverse-norm-to-holomorphic side of a propagating homology; -- to where such a said respective homology, is to bear the general Ward-Cauchy-related physical condition of being isotropically unstable, while Yet being harmonic in its parametric topological sway, -- if the just inferred zero-norm-state-projection, is here to be moving in a direction, that is most symmetric with the holomorphic eigenmetric of the so-eluded-to topological sway, that is of that discrete open-loop phenomenology -- of which was working to form the initially mentioned homology, -- to where this will tend to cause a Yukawa-related coupling, that will consequently work to close the said open-loop phenomenology, via the Green Function, in such a manner that is hermitian, -- in a manner that is similar but different to the general processes of the Fujikawa Coupling, yet in this particular case, such an inferred proscribed tense of activity, will happen to work to involve the resultant closing of an initially open-Looped Ward-Cauchy-related  phenomenology -- instead of working to involve the resultant closing of an initially open-Strand-related Ward-Cauchy-based phenomenology. (This may more clearly be described of, as a closing of what may be described of as being a "hook-string," instead of working to act as a closing of what may be described of as a string of a more "strand-like" nature.) This is to where, -- the pulsation-related aspect of the inferred correlative  Kahler-Metric-based Fourier translation, is here to tend to be more smoothly delineated -- than the dimensional-related aspect of the just implied correlative Kahler-Metric-based Fourier translation.  Sincerely, Samuel Roach.