Part Two of the 13th Session of Course 17 About the Ricci Scalar

Phenomena that work to comprise the superstringular arena of mass, in general, may be formed by either the cohomology of world-sheets and/or are formed from the interconnection of orbifolds -- of which may be relatively spatially perturbative, in a kinematically differential tense, or, these may often be, instead, of a conformally invariant genus or mode.  The tense of the directly corresponding singularities -- in both cohomologies that work to indicate the presence of a mass, as well as in orbifold eigensets that work to form mass -- are always of a hermitian-based superstringular genus.  Not only are such inter-related singularities hermitian, yet, these directly associated singularities are also either of a non-perturbative tense or of only a partially perturbative tense.  The substringular condition of mass-based indices -- that work to form the physical structure of atoms, bear singularities in substringular cohomology, as well as in the construction of the corroberative orbifold eigensets, when such a so-eluded-to structure is of a relatively conformally invariant genus or mode -- is always of both a cohomological and of a Gaussian-based non-perturbative modulus (in terms of here having a Yau-Exact condition that is of a relatively steady-state Noether-based flow).  Whereas, the substringular condition of mass-based indices -- that instead work to form the physical "structure" of neutrinos -- work to form directly corresponding singularities in both substringular cohomology as well as in the construction of the corroberative orbifold eigensets, that always tend to be of both a cohomological and of a Gaussian-based partially perturbative modulus (in terms of having a Yau-Exact condition that works to not be of a steady-state condition -- of which is also often of a tachyonic-based nature).  The latter-based condition is true, because the corroberative appertaining singularities here work to kinematically differetiate off of the relative Real Reimmanian plane -- although the vibrational oscillation of neutrinos is relatively harmonic, for a phenomenon that is so often of a tachyonic-based nature. This is why atomic-based phenomena tend to be more controlled by the activities that are directly associated with the Ricci Scalar than phenomena such as neutrinos.  To Be Continued!!! Sam.