A Continuation As To Noether Current Versus Relativity

What I just elaborated in the last post that I have just recently published, is due to the condition -- that, in general, the decompactification of a Calabi-Yau manifold into a Calabi-Wilson-Gordan manifold, works to square the Hodge-based index of the effect of that decompactification of spatial dimensions, -- that happens when a mass-bearing manifold is to convert into more of a kinetic energy-based manifold, to where the bosonic nature of the mass-bearing strings of an orbifold eigenset are to invert into a larger number of fermionic strings of a kinetic-based nature -- in proportion with that increase in the Noether Current that is succinct with that increase in the delineatory index of the said orbifold eigenset, that we would call an increase in velocity.  This is primarily based upon the general template of a cohomological-based condition, that is of a ghost-based pattern, that works to bear no Rham-based ghost inhibitors -- to where the Majorana-Weyl-Covariant-Mode is basically ineffectual upon the directly corresponding orbifold eigenset, that are of such a given arbitrary case scenario.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

A Little Bit of an Aside as to Cohomological-Based Symmetries

When a set of relatively forward-holomorphic-norm-states are initially scattered harmonically upon set of superstrings that directly appertain to the presence of a mass -- that are moving in the membranal context of an orbifold eigenset -- the resultant ghost-based cohomological-based setting, that is formed by the just eluded-to Reimman-based scattering, may be termed of as a chiral-based cohomology that is of a Calabi-Yau-based cohomological setting.  Yet, if the situation is still of the same general nature, yet, the substringular phenomenology that is scattered by the here relatively forward-holomomorphic-norm-states is directly appertaining to the presence of a quantum of plain kinetic energy -- the reslultant ghost-based cohomological-based setting that is here formed by the just eluded-to Reimman-based scattering is a chiral-based cohomology that is of a Calabi-Wilson-Gordan-based cohomological setting.  Furthermore, if the situation if still yet of the same general nature, yet, the substringular phenomenology that is scattered by the here relatively forward-holomorphic-norm-states is directly appertaining to the presence of a quantum of electromagnetic energy -- the resultant ghost-based cohomological-based setting that is here formed by the just eluded-to Reimman-based scattering is a chiral-based cohomology that is of a Calabi-Calabi-based cohomological setting.  The respective ensuing initial annharmonic scattering of the just mentioned ghost-based cohomologies, is a Rayleigh scattering -- that is of an antichiral or a Kusomo-Suzuki-based nature.  This is on account of the condition that a chiral-based cohomology is of a Calabi-based nature, while, an antichirial-based cohomologyi is, again, of what may be termed of as a Kusomo-Suzuki-based nature.  Calabi-based cohomologies are of either a trivially isomorphic or of a non-trivially isomorphic symmetry.  Kusomo-Suzuki-based cohomologies are of an assymmetric nature.  These here just mentioned descriptions of certain general formats of cohomological symmetry, are directly appertaining to the nature of the scattering of the ghost-based indices -- that are here correlative to the cohomological eigenbase of a set of extrapolatable mappable tracings of distinct physical memories that may be detectable in the substringular.
I will continue with the suspense later!

Part Three of the Seventh Session of Course 17 About the Ricci Scalar

Since world-sheets are a template for a form of topology, known of as ghost anomalies, these -- to some extent -- may be able to be effected by any directly affiliated gravitational pull that is enacted upon them.  Such a gravitational pull happens via the Ricci Scalar -- on account of the physical holonomic phenomenon known of as the Rarita Structure.  Cohomologies are integrable sets of one or more ghost anomalies that are both codeterminable and covariant.  World-Sheets are the projection of the trajectory of superstrings, as the so-eluded-to superstrings are kinematically differentiable over time.  So, ghost anomalies that are of a completely hermitian nature, in so as to form hermitian cohomologies -- whether such cohomologies are of a Real Reimmanian and/or of a Njenhuis nature -- completely bear a tense of integrated singularity, that works to pull the correlative ghost-based indices, that work to comprise the said respective given arbitrary cohomology.  This happens in such a manner, that the given cohomological entity that is here being discussed may act as a physical memory of both the existence and the activity of a Calabi-Yau manifold.  If, instead, the cohomology bears some sort of a Doubolt nature, then, this may happen in such a manner, that the given cohomological entity that is here being discussed may act a as physical memory of both the existence and the activity of either a Calabi-Wilson-Gordon manifold, or, a Calabi-Calabi manifold.  This is as the said cohomology is differentially integrable, as a kinematically vibrating whole -- over time.  If the said cohomology is purely of a Real Reimmanian nature, then, the respective cohomology is of a Rham-based cohomological index.  Yet, if the said cohomology has a bearing that is off of the relative Real Reimmanian Plane, then, the respective cohomology is of a Doubolt nature.  The gravitational pull of the Ricci Scalar upon ghost-based indices -- in so as to pull the multiplicit cohomologies that exist -- in the relative directoral topological sway of the correlative gravitons and gravitinos, that work to form the directly associated eigenstates of gravitational force -- works as a Njenhuis directed physical entity of holonomic substrate, in so as to cause enough of a bearing of gravitational permittivity, so that the superstringular impedance that exists due to the correlative Fadeev-Popov-Ghosts (that are the physical memories as to both the existence and the activity of the correlative Fadeev-Popov-Trace eigenstates), may be able to occur spontaneously over time.  I will continue with the suspense later!  Sam Roach.