Let us initially consider two different distinct orbifold eigensets -- that are here to be inter-bound by a Yukawa-related coupling in time and space. Next -- take the net expression for the holomorphic-extrapolated summation of the overall Chern-Simons invariants -- that are here to be combinatory between the two said orbifold eigensets, given the overall dimensionality of the said invariants -- and divide this by the correlative sum that is here to exist between the two individually taken net path-related bundles that are of the respective two distinct orbifold eigensets, that are analogous to that net pulse which is then to be incurred upon that resultant Lagrangian-based tracing, that is here to work to bear the Fourier-related activity of working to bear a bridging-related holonomic substrate, between the two said orbifold eigensets, over an evenly-gauged Hamiltonian eigenmetric. This net general genus of a pulse that is here to be transferred along the Rarita Structure, in the general manner that I have just mentioned, will then work to help to form the resultant metric-gauge-related pulsation -- that is then to exist between the two said orbifold eigensets.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
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