Typical Heuristic Values For Typical Ricci Flow

 As I have described of before; The heuristic scalar magnitude of the Ricci Flow, for a Noether-Based Yau-Exact discrete quantum of energy, is typically a negative two. Yet; The reductional heuristic scalar magnitude of the Ricci Flow, for the general conditions of a Noether-Based discrete quantum of energy, is typically -1.945910149. All forward-time-moving Yau-Exact discrete quanta of energy, are of a Noether-Based nature. Yet; Not all Noether-Based discrete quanta of energy are Yau-Exact. This is since, not all discrete energy quanta are Ricci Flat. Yet; The vast physical conditions, in which there is to be either the general presence of either a flat Ricci Curvature, and/or, when it is often to otherwise follow, that the general presence of what basically amounts to the physical conditions of a Yau-Exact nature, is here to be so eminently effectual, that the consequential relatively "invasive" prevalence of the general mannerisms of Yau-Exact physical conditions, is a key factor, at influencing the general state, as to what the typical scalar magnitude of the Ricci Flow, happens to be exhibited as. SAMUEL DAVID ROACH.