Semi-Conical Apex Of World-Sheet

Let us initially consider a given arbitrary cohesive set of one or more superstrings of discrete kinetic energy permittivity, that are here -- in this particular given arbitrary general case -- to be bearing a tense of motion, by which this respective set of open strings of kinetic energy permittivity, are to Not be in the process of transporting a set of mass-bearing strings, from one general locus to another, over time.  Superstrings of discrete kinetic energy permittivity, tend to work to form world-sheets (and world-sheets are the projection of the trajectory of superstring-related phenomenology) that are here to bear the proximal local presence of a conical-shaped nature in time and space.  Yet; when such strings -- that are here to be most specifically associated with the attribute of a kinetic tense of energy permittivity -- are to be translating through space, with a relatively lessoned association with the kinematic transference of mass-bearing orbifold eigensets, -- this just inferred type of a general condition, will consequently tend to work to allow for that angular momentum, that is here to tend to be most directly associated with the kinematic motion of the said cohesive set of kinetic energy-related superstrings, to correspond to the formation of a net overall world-sheet, that is to tend to be more non abelian in its wave-tug-related nature, than it would otherwise tend to be, at a positioning that is here to be at the Poincare level to the Gliosis-based topological surface of the Laplacian-Based tip, that is here to be at the relative forward-holomorphic end of the proximal local structure of such a world-sheet of a cohomology-related set of cohesive discrete quanta of kinetic energy permittivity. This, in a way, works to make the holomorphic drive of such an overall cohesive set of world-sheets, to bear a tense of having a "semi-conical apex." To Be Continued! Sincerely, Samuel David Roach.