Incoming Mini-String-Related Segmentation -- Elastic Modulus Of Light-Cone-Gauge Eigenstate

 To those who are not familiar with my particular model of string theory, -- I believe there to be, what I term of as being, "mini-stringular (mini-string-related) segmentation," -- that works to help in forming and orchestrating the multiplicity, of the covariant fields, that are here to exist among the countless superstrings, that are here to work to form the existence of discrete energy.

The stronger of a scalar amplitude of the covariant delineation of mini-string-related segmentation, per instanton, that is here to be brought into the proximal local region of the core-field-density of a given arbitrary discrete quantum of energy, is to be, -- the more "limber" that the directly corresponding light-cone-gauge eigenstate, that is here to be the primary physical operator, that is to act as the wave-based nature of the correlative respective discrete energy impedance, that is here to be of such a stated given arbitrary discrete quantum of energy, will thereby consequently tend to be. The more "limber" that a light-cone-gauge eigenstate is to tend to be, the higher that the scalar amplitude of the elastic modulus, that is here to be correlative to such a stated respective light-cone-gauge eigenstate, will consequently tend to be. Therefore; the stronger of a scalar amplitude of the covariant delineation of mini-string-related segmentation, per instanton,  that is here to be brought into the proximal local region of the core-field-density of a given arbitrary discrete quantum of energy, is to be, -- the higher that the scalar amplitude of the elastic modulus, that is here to be correlative to such a stated respective light-cone-gauge eigenstate, will consequently tend to be. To Be Continued! Sincerely,  SAMUEL DAVID ROACH. (1989).

Pressurized Vacuum —- Everything Physical

 Since the general phenomenology of mini-stringular segmentation, is formed by a disturbance of space in a pressurized vacuum — and all divvied-out entity-related physical phenomenology, is comprised of by inter-connective combinations of such said mini-stringular segmentation; thereby, in a way, all physical phenomenology, is made-up of different tenses, of what I term of as being “pressurized vacuum.” SAM.

Light-Cone-Gauge Eigenstates -- Co-Tangential/ Tangential Flow

 The greater that the scalar amplitude of the net co-tangential flow is to be, that is here to be of the nature of incoming mini-string-related segmentation, that is respectively directed Towards the topological manifold of a given arbitrary light-cone-gauge eigenstate, -- the higher that the scalar amplitude of the directly associated Polyakov Action, of such an inferred discrete quantum of energy, will consequently tend to be. (This will consequently tend to result in corresponding to a lowered Lorentz-Four-Contraction). Furthermore; the greater that the scalar amplitude of the net tangential flow is to be, that is here to be of the nature of outgoing mini-string-related segmentation, that is respectively directed Away from the topological manifold of a given arbitrary light-cone-gauge eigenstate, -- the lower that the scalar amplitude of the directly associated Polyakov Action, of such an inferred discrete quantum of energy, will consequently tend to be. (This will consequently tend to result in corresponding to a heightened Lorentz-Four-Contraction). I will continue with the suspense later! Sincerely, SAMUEL DAVID ROACH. 

Part Of The Reason, As To The Existence Of "Partition-Based Discrepancies"

The reason as to why it is necessary, for there to be the presence of partition-based discrepancies among superstrings of discrete energy permittivity, is to help to allow for the the tendency of the exhibition of a balance -- between that general spatial translation, that is here to be present, between the hyperbolic presence and the euclidean presence, of both the co-tangential approach and the hyperbolic tangential divergence, of mini-stringular segmentation -- as is here to work to be respectively delineated towards or away from those countless superstringular entities, that are here to be exhibited, along the homotopic propagation of the correlative vibrations of topological import, that are here to be present, via the effect of the general Fourier-related activity of the Rarita Structure; which thereby tends to work to transfer its propagational indices outward, in so as to work to propagate the general activity of the basic reductional forces of nature, that are here to be proximal local to the interdependent activity of those countless eigenstates, that are consequently to be eminent to the continued time-based activity of the Ward-Cauchy-related realm. To Be Continued! Sincerely, Samuel David Roach.

Mini-Stringular Segmentation And Second-Order Point Particles

In regards to my particular model of string theory, what works to form the intrinsic binding of the multiplicit homotopic inter-connections of Ward-Cauchy-based fields, that are here to exist in the substringular, is the the kinematic presence of what I term of as being "mini-stringular segmentation."  Mini-Stringular segmentation, is what tends to bind the vast array of substringular fields together, -- and this is comprised of here by what I term of as being tiny "beads" of second-order point particles, that are here to be held together by what I term of as being the kinematic presence of "sub-mini-string."  These just mentioned second-order point particles may be thought of as being balled-up third-order point particles, that are here to tend to be subtended, in a relatively invariant manner at an internal reference-frame,  from within the general Ward-Neumman bounds of these said second-order point particles.  Consequently; as the kinematic disturbances in space, that are of the wave-related vibrational oscillations of mini-stringular segmentation, -- is to become codifferentiable with its environment in a kinematic manner, to where this is thence to work to form the general tense of that multiplicit perturbation in time and space, that is here to work to allow for the general covariance of the wave-based interaction of such inferred superstringular fields, those second-order point particles are consequently to tend to bear a relative tense of conformal invariance at an internal reference-frame, even as the so-eluded-to external reference-frame that is here to be of the mini-stringular segmentation itself, is here to bear a relative tense of a continual covariant wave-related perturbation.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

Interconnections Within Orbifold Eigenset

There tends to be a more tightly-knit interconnection of mini-stringular segmentation, from within the core-field-density of any one given arbitrary respective orbifold eigenset, than the interconnection of mini-stringular segmentation that is to exist between two or more distinctly different orbifold eigensets.  Such a general genus of a tightly-knit interconnection of mini-stringular segmentation, is due to the condition, that such a so-eluded-to general genus of interconenctive segmentations --  are here to work as eigenindices of the scalar amplitude of Ward-Cauchy-based substringular fields, -- and any one respective given arbitrary set of discrete energy quanta, that operate in so as to perform one specific given function, is going to tend to bear a more tightly-knit interdependent field amongst the specific eigenstates that work to comprise itself, than that general genus of substringular field networking that would otherwise be established among distinctly different orbifold eigensets.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

As To The Kahler-Metric And The Polyakov Action

In any given arbitrary case -- the tendency is, to where, given that there is the same scalar amplitude or the same scalar magnitude of the Polyakov Action for one bosonic superstring of discrete energy permittivity, when taken versus another of such individually taken bosonic superstrings of discrete energy permittivity -- the condition exists, to where the more that the Kahler-Metric is Yukawa to any of such a said respective given arbitrary superstring, -- the more that the tendency is, to where there is to then be more of a scalar amplitude of mini-stringular segmentation, that is to be thus fed into the proximal locus of the field of such a so-stated respective superstring, over the course of any single respective given arbitrary iteration of BRST, in which such dual Ward-Caucy conditions are to be thus compared.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.