A Fourier Transformation is a description of changes that happen over the duration of the successive series of more than one instanton. A Laplacian Transformation is a description of changes that happen in space that either do not involve any duration Or a Laplacian Transformation may, in other cases, be a description of changes that happen in space in a duration that is within the metrical duration of one instanton.
Since the future may be changed easier than the past, space-time substance tends to be more granular than fabrical.
When a superstring is usually directly affiliated with one layer of reality in one specific universe, than its home tori-sector-range and its home universe tend to be constant -- with no spontaneous changes in the prior named conditions. The just described condition is considering what is distinguishable to extrapolation and detection, since the mini-string or substringular field substance of individual point particles is interchanged in the process of the recycling of the said holonomic phenomena -- in terms of the specific delineation of the amount, multiplicitly dimensionally curvedness, abelian geometry, permittivity, impedance, Yau Exact and/or Chern Simmons singularity conditions, light-cone gauge conditions, Schwinger wave-tug and wave-pull conditions, condition of holomoriphicity and directoralization, all of the Fock Space components of space and time, and in terms of the specific delineation of the counterpart-related point particles that have partitions that bear opposite Laplacian holomoriphicity relative to the partitions that exist among the point particles that comprise the kinematic operation of space-time superstrings, to where, during each instanton, every apparently indistinguishably different first-ordered point particle and every apparently indistinguishably different superstring is at least partially renewed in such a manner so as to not make a noticeable difference on account of the substringular recycling that involves the intechange of mini-string or substringular field. Yet, still, the indistinguishable condition of first-ordered point particles and superstrings, that, from all practical appearance are the same over the course of a successive series of instantons, happens during conformal invariance. The more that a first-ordered point particle and/or a superstring tends to remain in one layer of reality, the more that the said first-ordered point particle and/or the superstring tends to remain in its home tori-sector-range. So, even if a point or string may vary in the universe that it exists in during the course of a tense of Fourier Transformation, in so long as the universes that the said phenomena differentiate through over the set duration that is here being described, exist in universes that have the exact same pecentage of relative Ying and Yang, then such described substringular phenomena are continuing in the same "layer" of reality. The condition of substringular phenomena remaining over a prolonged duration in one layer of reality unless a perturbative force bears a direct Gliossi "infringement" upon the said substringular phenomena, is a condition of Fourier Transformation that is conformally invariant when compared to phenomena that are unstable in terms of which layer of reality that such related phenomena exist in -- particularly when the described instability happens spontaneously or without a significantly perturbative force acting directly upon the latest described points or strings that here do not have a stable home tori-sector-range.
I hope that I have been helpfull! I will continue the suspense later! Sincerely, Sam.
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