Part Five of the Third Session of Course 17 About the Ricci Scalar

So, topological interconnection is via the existence and the activity of mini-string segments.  Orbifolds bear a topology -- on account of the condition that such manifolds of superstrings that operate in so as to perform a specific function bear a definite surface that works to bear a specific contour, this contour of which may often be permutated and/or otherwise perturbated over time.  This is on account of the condition that the activity and the Laplacian-based structural conditions of both superstrings and their multiplicit respective manifolds -- of which these work, in so as to bear changes in their fractal of "topographical" state quite often and all over the place -- are changing in both their eigenbase of mappable tracing, and in the quantum of their Hodge-based delineation, all of the time and all over the place.  On account of this, stringular response to gravity only tends to happen when the directly corresponding superstrings of discrete energy permittivity work to interact with each other via a topological Jacobian eigenbasis that works to bear either a Real Reimmanian Gaussian base of inter-relation, when in terms of a Real-based tensoric displacement of delineaetion, and/or a Li-Algebra Gaussian base of inter-relation, when in terms of a Njenhuis-based tensoric displacement of delineation.  The topological eigenbase of an orbifold works to effect the correlative gravitational affect that the directly given arbitrary corresponding phenomena has -- in its given arbitrary medium, when in terms of the so-eluded-to Hamiltonian operator that acts as a kinematic activity that may be described of as a Hamiltonian operation that works through a Hamiltonian operand over a discrete period of time. So, if a topological eigenset of discrete Hamiltonian operators -- that take form as a cohesive unit of a quantum of discrete energy permitttivity that is coupled with a quantum of discrete energy impedance -- works to bear a minimum response to its directly corresponding gravitational pull, via the activity of the correlative Rarita Structure eigenstates --through the basis of the mechanism of the local eigenbase of the Ricci Scalar -- then, the directly corresponding topological eigenset has one multiplicit unit of minimal Ricci Scalar delineation that is then influencing the gravitational effect of the directly corresponding local superstrings, upon each other, during such an eluded-to duration of time.  If a discrete quantum of such eluded-to topological eigensets is existent in such a manner in so that the directly correlative singularities of a Chern-Simmons nature will here work to increase the gravitational response -- in terms of a quantum increase of local gravitational force, in either a euclidean manner that is relatively non-perturbative,or, in a euler manner that will here operate via a Clifford Expansion  -- then, the so-stated increase in gravitational force may be extrapolated to some extent by multiplying like-quantum-based Hodge-indices by their physical quantity, while then putting together the basis of the eluded-to proportionality by "divying" the corroborative coefficients of scalar magnitude, in so as to be able to get an idea of the scalar magnitude of the correlative implement of the here local Ricci Scalar eigenbase.
I will continue with the suspense of the next session later! To Be Continued! Sam Roach.