Stoke's-Based Hermitian Homeomorphic Region-Related Curvature

 The Fourier-Related-Progression of a Stoke's-Based hermitian homeomorphic region-related curvature, of which is here to work to bear a recursively smooth covariant vibrational oscillation, when such an inferred kinematically delineated distribution, of an operational set of cohesively nodal states or integrable "cells," is here to work to bear a Noether-Based symmetry, when in conjunction with its eminent externalized Ward-Cauchy-Related environment, will, more often than not, tend to work to bear the general characteristic, of exhibiting the display, of a net functional homotopic-related eigenstate, as this stated functional homotopic-related eigenstate, is here to quite often tend to behave, as an oscillating planar region, when this is to be considered, at a region which is Poincare, to the vantage-point of the topological surface, of the holonomic substrate, of the earlier stated region-related curvature. SAMUEL ROACH.