Sub-Cohomology

 Let me soon introduce to you, a new concept that I have been thinking of lately. This concept appertains, to the Ward-Cauchy presence, of a fractal of Cohomology. Just as Cohomology appertains to the “physical memory” of the general interaction, of super strings With point particle-related physical norm-state-projections (such as zero-norm-state-projections, Campbell norm-state-projections, Hausendorf norm-state-projections, And Campbell-Hausendorf norm-state-projections); — That inferred fractal of Cohomology, of which I am to name of here, as being on the order of acting as Sub-Cohomology eigenstates, — may more aptly be described of as being, the “physical memory” of the general interaction, of first-order point particles With zero-point-energy. The higher that the directly corresponding Beti number is to be, — that is here to be directly associated with the metric-related gauging of the spatial dimensionality, of the respective corroborative super strings, — the greater that the scalar magnitude will consequently tend to be, of the proximal local presence, of the directly appertaining Sub-Cohomology eigenstates, that are thence formed. Consequentially; the lower that the directly corresponding Beti number is to be, — that is here to be directly associated with the metric-gauging of the spatial dimensionality of the respective corroborative super strings, — the smaller that the scalar magnitude will consequently tend to be, of the proximal local presence, of the directly appertaining Sub-Cohomology eigenstates, that are thence formed. SAM (1989).