Part Two of the 13th Session of Course 18 -- The Ricci Scalar And Kaeler Differentiation

An even harmonic flow of the kinematic-based differentiation of a fractaled tense of the general physical conditions of any given arbitrary respective magnetic field, that is taken at the Poincaire level of superstrings of discrete energy permittivity, when this general format will here take into consideration the activity of the delineatory-based indices of the correlative Hamiltonians, that are here based upon the continual re-distributions that happen at the substringular level -- via any correlative Fourier Transformation -- , per the successive series of the correlative iterations of group-related instanton, this general genus of conditions tends to produce a hermitian-based flow of gauge-metrical-based indices -- to where such a resultant metrical-based flow will tend to not work to form Chern-Simmons singularities, that would here be related to the pulsation of the directly related superstrings of the said discrete energy permittivity. This would then here work to form metrical singularities that are here not of a spurious nature -- again, at the Poincaire level of those superstrings of discrete energy permittivity that would here be moving in an even harmonic flow, when in terms of the kinematic-based differentiation that such strings devolve upon, as such phenomenology is moving without any spontaneous perturbations in the so-eluded-to pulsation of such superstrings, over time.  Often, since a tense of gauge-metrical flow that is of an even harmonic-based flow will tend to not be perturbative over time, there will here, as well, be less of a tendency of the formation of even some of the otherwise Chern-Simmons singularities that could possibly be formed in a Lagrangian-based tense -- in many other alterior-based kinematic-based flows of a fractal of a magnetic-based field, -- IF the flow were to here be, instead, of an anharmonic-based flow, of which, would here tend to bear more of an odd functioned-based tendency towards the conditions of a Yau-Exact nature, which would then here work to negate the ability of the directly related substringular phenomenology to possibly bear any tendency of acting in a Yau-Exact nature.  The more of a tense of a perturbative-based condition, that may possibly be imbued upon a group of one or more superstrings, that operate in so as to perform a unique function, the less likely that such a set of corroberative superstrings will be able to lack Chern-Simmons singularities -- thence, causing such a so-eluded-to orbifold or orbifold eigenset to not be able to be of of Yau-Exact nature, over time.  This general format of a tendency may be observed by the Fourier-based differential activity of the kinematic flow of superstrings of discrete energy permittivity -- by charting-out the different Hamiltonian-based nature of an evenly harmonic-based flow of superstrings, that are here not perturbative, -- to the resultant charting-out of the different Hamiltonian-based nature of what would here be instead of an annharmonic-based flow of superstrings, that are instead of a perturbative nature.  This would here be over the kinematic flow of both the re-delineatory-based metrical format, and, the Lagrangian-based flow of the here given arbitrary respective considered superstrings of any specific case that is to be considered here.