Kahler Manifold — Permeability

 A Kahler Manifold tends to bear more permeability through space-time-fabric, than another otherwise analogous Manifold that is not Kahler.  To be continued! Sam. 

The stronger that the recursively stable spin is to be, for an eminently associated, covariant spatially transferred, Kahler Hamiltonian Operator, of which is here to be spontaneously working, to exhibit a hermitian Lagrangian, the greater that its electromotive spatial permeability, may often tend to be.  

The general condition of Casimir Invariance, may often tend to facilitate, the spontaneous, regional proximal local bearings, of the physical  implementation, of the generally existent tendency, in which there is to be, the proximal locally present, Conservation Of Homotopic Residue.  

The more of a Riemann-Related nature, that the superstring-related distortion is to exhibit, that is of the projected trajectory, of an eminently associated, proximal local De Rham cohomology-based flow, that it is here to be expressing, the more spontaneously piecewise continuous, that its corroborative Yau-Exact explication, may often tend to consequently be demonstrative as, when this is taken, over the general proscribed duration, of its eminently associated, Fourier-Related-Progression.  

Kinematically propagated Hamiltonian Topological Manifolds, that tend to bear Motion, that is incurred in the direction of its net momentum, may often tend to spontaneously bear the general amenities, that are likened to a viably relativistic interdependence, when in a corroborative co-relation, to the covariant proximal adjutant presence, of the kinetic transference of ulteriorly considered kinematically propagated Hamiltonian Topological Manifolds, that work to bear Motion, that instead, is incurred inversely, in the direction of its frequency, when such implicit ulteriorly considered kinematically propagated Hamiltonian Topological Manifolds, are to isotropically strike a steady balance, between its homotopic transfer and its homotopic restraint.

 A covariant, kinematically propagating, Kahler Hamiltonian Topological Field, that works to eminently involve a scenario, in which the implicit, kinetically transferred, covariant Kahler Hamiltonian Topological Manifold, that is to be moving along the Ward-Cauchy Bounds of such a field, is to be spontaneously proximal local, to a non perturbative, anti gravitational field, may often tend to enhance the potential capacity, by which the implicitly probable, spontaneously generative, Yau-Exact physical conditions, that are hereby to be relatively likely to be formed, when in lieu of the stated general condition, of such a physical situation, may thereby often tend to form a resultant tense, of covariant proximal local interaction, in which the implicitly formed Yau-Exact singularities, that are thus generated, will consequently have a relatively strong expectation value, of being succinctly piecewise continuous, as taken over time.  

Chi that is eminently associated with a fractional Ricci Curvature, may often tend to be spontaneously corroborative, with cohomology-related degeneration, to where such implicitly proximal local chi, may thereby often tend, to be of a yang-like nature. Furthermore; Chi that is eminently associated with a Ricci Curvature, that is greater than one, may often tend to be spontaneously corroborative, with cohomology-related generation, to where such implicitly proximal local chi, may thereby often tend, to be of a yin(g)-like nature.