When a relatively smooth Ricci Flow is to be exhibited, by a cohesive set of discrete energy quanta, -- that is here to recursively go back-and-forth, from working to display a radial-related sway, to working to display a transversal-related sway, to working to display a radial-related sway, and so on, -- this general type of a kinematic-related activity, will often consequently tend to work to cause a relatively heightened drive -- in the respective given arbitrary angular momentum, that is here to be directly appertaining to the holomorphic wave-tug, of the Hamiltonian fractal of "thrust," that is here to be exhibited, by the Lagrangian-based motion, of the Fourier Transform, that is here to be correlative to the spatial transference of the earlier mentioned cohesive set of discrete energy quanta in question. SAMUEL. (1989).
No comments:
Post a Comment