Floer (Co)Homology — In Relation To Yau-Exact Nature

 A Floer (co)homology, works to tend to have the nature — of being capable as generating as much (co)homology, as it is here to degenerate. Yau-Exact superstrings, heuristically generate as much cohomology as these degenerate, in a piece wise continuous manner, over a respective proscribed duration of time. Superstrings of a mass-bearing nature, of which are here to be proximal local, to a physical environment, that is here to be displaying the general condition of a flat Ricci Curvature, tend to work to bear a Yau-Exact nature. Therefore; the general tense of a (co)homology-related topological stratum, that is here to work to behave, as that particular genus of a Legendre (co)homology, that is here to help, in the general process, of physically transporting a mass-bearing superstring of discrete energy permittivity, that is of a Yau-Exact nature, tends to be of the general nature, of being of a Floer (co)homology. SAM.