Sunday, February 10, 2013

A Little Bit About The Nature of Superstrings

 Superstrings are entity-like phenomena that are on the order of either the Planck Length, the Planck "Length" in circumference, double the Planck "Length" in circumference, up to full Lorentz-Contraction of the prior, or, up to full Double-Lorentz-Contraction of the initial set of phenomena that I had mentioned. Superstrings are topologically comprised of first-ordered point particles. First-Ordered poin particles are comprised of a netting of second-ordered point particles. Second-Ordered point particles are interconnected into what I term of as mini-string via sub-mini-string. Second-Ordered point particles are comprised of third-ordered point particles. Third-Ordered point particles are also comprised of sub-mini-string segments. Sub-Mini-String is held together by a fractal of pressurized vacuum. Third-ordered point particles are held together, too, by sub-mini-string. Mini-String works to form the holonomic entity that is the basis of substringular fields. Point commutators are first-ordered point particles that do not exist in the form of superstrings. We only tend to notice time when superstrings are basically at a standstill. A vast majority of Ultimon Flow happens in-between individual iterations of group instanton. The condtions that appertain to what I term of as the Bases of Light, as well as, also, the condition of the light-cone-gauge, works to help determie the ensuing distributions and redistributions of superstrings of discrete energy permittivity. The integration of the successive iterations of instantons forms that flow of motion that forms the energy that forms space-time-fabric. Fadeev-Popov-Traces act as discrete units of energy impedance. Fadeev-Popov-Traces are on the order of the Planck-Length, yet, the topological mapping is, in a Laplacian-based extrapolation, comprised as a trace that is composed of mini-string segments.

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