Now, let us consider another part of the puzzle, in correspondence to the following developing metaphor. Consider positive and negative spaces scattered together without colliding. Consider the scattering amplitude of a vibrating oscillation, which allows opposite spaces of chirality to occupy the same general proximal locus, without canceling each other. Consider this being done by a multiplicit path-loop rectification, -- as may be described of by a multiplicit variation of parameters, that has a Jacobean-Like Wronskian, that is here to be denoted in the said multiplicit variation of parameters of such a metaphorical general case. Consider the integration done here, to work in so as to be describing an antidifferentiation of what may be the case of either a tightly-knit Fourier Transformation or of a loosely-bound Laplacian Fourier Transformation. (There is here to be a relatively gradual change in the specific locus of the extrapolated eigenstates of physical states, at the level that is Poincare to the internal reference-frame of these same said extrapolated eigenstates).
Now, here is a broader manner of consideration of a similar gist of the just mentioned concept. Metaphorically consider all of material phenomena, except for the space-hole, to be an organization of point-commutators and/or ghost-anomalies. So, material phenomena is not just smooth space, space is what material phenomena is -- except for the space-hole. The difference between superstrings and freely bound point-commutators in this so-eluded-to metaphor, is that the so-eluded-to strings may be thought of as being he general basis of that material phenomena that most involves what may be extrapolated, by utilizing differential equations that are both exact and linear, -- whereas, the said point commutators in this metaphor, may be thought of as being the general basis of that material phenomena that most involves what may be extrapolated, by utilizing differential equations that are both inexact and non linear.
I will continue with the suspense later! Sincerely, Sam Roach.
No comments:
Post a Comment