The Gliosis-based interaction of point commutators, with the topological stratum of discrete energy quanta -- when this is as taken at the Poincare level -- works to help form, what may be termed of here as being cohomology. The attraction/repulsion-related characteristics, of the multifarious sets of the ordered groupings of cohomological eigenstates (cohomological eigensets), helps, in the process of working to drive discrete energy into motion -- so that discrete energy may be able to move, so that it may be able to both persist and exist.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
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