Path-Curvature Of A Cohomology-Related Flow -- Topological Invariance -- Homotopic Convergence

 When the path-based curvature of a cohomology-related flow, is to be spontaneously approaching a state of topological invariance, it may often be said, that such a stated cohomology, is here to tend to be expressing, a correlative tense of homotopic convergence. It follows that; When the path-based curvature of a cohomology-related flow, is to be spontaneously digressing from a state of topological invariance, it may often be said, that such a stated cohomology, is here to tend to be expressing, a correlative tense of homotopic divergence. I WILL CONTINUE WITH THE SUSPENSE LATER! TO BE CONTINUED! SINCERELY, SAM ROACH.