Directional Inversion Of (Thought Per Frequency)

 The directional inversion of the general vector-related expression of (thought per frequency), may often tend to work to form a general tense of velocity. Thought may often be thought of as being the inversion of distance; And, frequency may often be thought of as being the inversion of time. SAM ROACH. 

Let us initially consider a given arbitrary cohesive set of thought waves. Let us next consider such a stated set of thought waves, as working to bear a Ricci Curvature, that is here to be of a relatively inverted nature, when in retrospect to its inherently heuristic sinusoidal distributional delineation. Let us now consider a general given arbitrary case scenario, in which such an implicit relatively compact "team" of thought waves, is now to be polarized, in a manner, that is here to be of a Nijenhuis  nature. (Note; NOT Just Polarized.) Often; this may have the general tendency, in certain cases, to be able to alter the stated initial general case, of a cohesive set of thought waves, into a tense of anti gravity waves. When such a general situation is to occur, that is here to be related to the reductional physical circumstance, in which the implicitly considered  Nijenhuisly Polarized set of cohesive thought waves, that are here to bear an inverted Ricci Curvature, to where such a relatively compact set of altered waves, is here to be incurred, upon the proximal local topological manifold, of a given arbitrary Kahler Hamiltonian Operator, it will thereby often consequently spontaneously tend to happen, that such an implicit interaction, may often tend to work to facilitate an enhancement, of the heuristically inherent characteristics, that are here to be plausibly eminently associated, with the general viable physical attributes, which are of the reductional behavior, that the proximal local trivially isometric Kahler-Metric condition, is here to be spontaneously capable of working to exhibit, as the earlier implicit kinetically transferred mass-bearing Kahler topological manifold, is here to be working to behave, as being covariant with the proximal local flow, of the just determined derivational anti gravitational force, that is here to be impelled upon the earlier mentioned Kahler Hamiltonian Operator, to where this is here to occur, just as the implicit "team" of compact metrically hermitian eigenstates, is here to be spatially transferred through its Lagrangian, over the general course, of its eminently associated Fourier-Related-Progression.