Entropy -- Why It Is Needed and why it exists

Entropy is due, in part, to the scattering of electromagnetic energy upon any other discrete phenomena of energy -- whether the just mentioned energy is other electromagnetic energy, kinetic energy, or a mass. Whenever E.M. touches any other phenomena, it scatters at least to some extent. The scattering of E.M. is known of as a Calabi-Interaction. The format of Gaussian Transformation that is directly involved with the scattering of E.M. is called a gauge-transformation. Gauge-Transformations are what indirectly form entropy. Gaussian Transformations are interactions that happen in so that substringular regions may be able to free-up space so that energy may continue to both persist and be spontaneous. Whenever a Gaussian Transformation happens, the Kaeler-Metric is underway -- in whatever general locus as to where such a Gaussian Transformation is occurring. The Kaeler-Metric happens due to the shaking of superstrings in Klein Bottle eigenstates that exist in a configuration that is known of as a Schotky Construction. Such just mentioned shaking happens in eight back-and-forth motions (16 in total) per gauge-metric that exists within the overall metric of a Kaeler-Metric eigenmetric. A whole Kaeler-Metric involves 191 of such individual sub-metrics of "shake," A Schotky Construction is comprised of a "box" of two sets of two orientafolds that form the sides of the corresponding Klein Bottle eigenstate -- with a bottom that fits in such a manner that there are no gaps in the eluded to Schotky Construction. Such a parallelepiped-like configuration, or, "box", is initially filled with first-ordered point particles that work to form just enough of a fractal of viscousity to cause those sueprstrings that enter it to recontract to the shape of a fully contracted superstring from within the Ward-Neumman bounds of the said Klein Bottle eigenstate. The Kaeler-Metric -- when it is kinematically operating to directly effect a given arbitrary set of superstrings -- is always right after BRST while yet right before a Regge Action eigenmetric per all 191 of the eluded to sub-metrics that happen during a specific locus in which a Gaussian Transformatioin per specific set of strings that need to reattain permittivity. Entropy is needed in order for physical states to alter, as well as for fractaled needs to occur as well. To much entropy causes the general condition of perturbation known of as chaos. Entropy, though, needs to happen to a certain extent in order for the effects of the scattering of E.M. to happen. Superstrings must go through gauge-transformations, since E.M. scatters all of the time all over the place. Superstrings may only be dynamic so substringular room is freed up enough so that energy may continue to happen without an abrupt halt. This takes into consideration of the condition that the main form of Gaussian Transformation is gauge-transformations. Sincerely, Sam Roach.