High Charge And The Ricci Flow

The more highly charged that any given arbitrary orbifold eigenset tends to be, the greater that its Ricci Flow will consequently tend to be.  The greater that the Ricci Flow tends to be, for any given arbitrary orbifold eigenset -- the higher that the structural fortification will tend to be, for such a said orbifold eigenset.  Consequently; the more highly charged that any given arbitrary orbifold eigenset tends to be, the higher that the structural fortification will tend to be, for such a said orbifold eigenset. I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.

The i*PI(del) Action And Structural Fortification

Let us initially consider two different given arbitrary mass-bearing orbifold eigensets.  Both are here to be accelerating transversally at the same rate.  Yet; one of such orbifold eigensets is to be altering in more radial-based tensors of spin, in terms of the general activity of the directly corresponding net vibration of its overall spatial dimensionality.  Otherwise, the two said orbifold eigensets are basically identical. That mentioned orbifold eigenset; that is here to bear more of the inferred radial-based tensors of spin, that are here to be attributed to it, will consequently tend to work to bear both a greater scalar magnitude in the rate of its perturbation of Chern-Simons Invariants, -- as well as tending to work to bear a greater directly corresponding attribute of a tense of its i*PI(del) Action.  Consequently; the said orbifold eigenset, that is here to bear more of such said radial-based tensors of spin, will then tend to work to bear a higher scalar magnitude of a Ricci Flow, -- thereby working to tend to allow for the said eigenset, that is here to bear more radial-based tensors of spin, to tend to work to bear a higher scalar amplitude of a tense of structural fortification.  Samuel David Roach.