Tense Of Gravitational Perturbation -- Tense Of Ricci Curvature

 When the proximal local gravitational perturbation is degenerative, the respective eminently related Ricci Curvature, will consequently often tend to bear an attenuated nature. It follows, that; When the proximal local gravitational perturbation is generative, the respective eminently related Ricci Curvature, will consequently often tend to bear an augmented nature. Furthermore; When the proximal local gravitational perturbation, is neither degenerative nor generative, the respective eminently related Ricci Curvature, will consequently often tend to bear, neither an attenuated nature nor an augmented nature, since this latter example, is indicative of the general case, in which the directly pertinent gravitational force, is to not be altering, (it will not bear a correlative tense of perturbation), in its proximal local respective eminently exhibited display. I WILL CONTINUE WITH THE SUSPENSE LATER! SINCERELY, SAM ROACH.