Let’s say, that one were to figuratively liken, the multiplicity of space time fabric, to the multiplicity of language. One could then metaphorically consider: the nouns to be likened to the Hamiltonians, the verbs to be likened to the Lagrangians, the adjectives to be somewhat likened to the metric gauge, the adverbs to be somewhat likened to the heuristic gauge, and the prepositions to be likened to the re-calibration of Chern-Simons singularities.
I will certainly continue with the suspense Later! ‘Till then, I hope you are having a good day, and make today the most phenomenal day of your life! Sincerely, Sam Roach (1989).
String theory is the metaphorical language of energy, and Fourier-Analysis is the metaphorical language of waves. Energy is both wave and particle based. This gives one an idea, as to Why Fourier-Analysis is so crucial to string theory.
Entropy is energy of heat transfer per Kelvin Mole. Entropy that is conveyed in a De Rham manner, often tends to bear a benevolent physical nature. Whereas; Entropy that is conveyed in a Dolbeault manner, often tends to bear a malignant physical nature. Although at least some entropy is necessary, for various changes in physical states to occur, it is my theory, that even though it goes against the second “law” of thermodynamics, that it is possible, to be able to viably decrease, at least some of the scalar effectual presence, of the multiplicity, of malignant entropy.
Harmonically propagated sound, often tends to work to bear a tense of consonant vibration. Whereas; Anharmonic associated propagated sound, often tends to bear a tense of dissonant vibration. Consonant vibration may often tend to facilitate, the generation of resonant pulsation. Whereas; Dissonant vibration may often tend to facilitate, the degeneration of resonant pulsation. One may think of resonant pulsation, in a way, as being the physical manifestation, of the inverse of isotropically stable thought frequency.
Whenever a physical phenomenon is kinematically propagated and/or transferred through space (over a duration of time), this will inevitably work to involve a system of waves. Therefore; Whenever a time-related physical occurrence is to take place, such an occurrence will inextricably tend to work to involve, at least some sort of Fourier-Related System, since waves are thus involved.
When one is dealing with a system of waves, that is taking place in Less than one discrete increment of time, one may, perchance, call this, a Laplacian-Related "activity," as taken from within the scope of a tightly-knit Fourier-Related situation. Remember: Fourier-Related Analysis, is the language of waves.
Consider the following: Take a theoretical snapshot of a wave-based delineation, of a given arbitrary proscribed system of waves, over the course of one Planck-Related instance. Next; Take a theoretical snapshot of the wave-based delineation of the same system of waves, yet over the ensuing course of the proceeding Planck-Related instance. Keep going as such. Now; recursively display the respective sequential series, of the integrative set, that is of such theoretical snapshots, in the proscribed order that these were taken. This will give one a viable indication, as to the wave-related progression, if taken in the insinuated piecewise continuous manner eluded to, to where, this general procedure, will work to facilitate a knowledge, as to the eminently corroborative, given arbitrary Fourier-Related-Progression, that is here to be, of such a particular genus of a case scenario. When given in lieu of its Lagrangian-Based Drive, this will tend to work to refine, such a facilitation, as to understanding how such a wave-based system enfolds, to where the metaphorical artifacts of knowing how such a system is to proceed, is thus enhanced.
Here is a procedural hint, in so as to facilitate being able to determine Chern-Simon’s Invariant gauge-actions, in general, for the arbitrary genus of case scenario, involving co-tangent bundle R3.:
1) Consider the trace depiction of the motion, that is of the eminently corroborative Hamiltonian Topological Manifold, being mathematically worked with here, as taken at a snapshot of its delineation, in terms of the mathematical physics description, that is here to describe the way that the minimal surface, that is implicitly mentioned here is to be mapped out — as a generic pattern of mappable oscillation.
2) Consider the given arbitrary, eminently involved mathematical physics expression, of kinematically propagational-related import, that is most relevant to the suitings, of such a respectively proscribed case scenario.
3) Take both the first order integral, and, the second order integral, of the just mentioned expression of kinematically propagational-related import, in respect to a durational parameter of variable.
4) Take the last three implicit values of kinematically propagational-related import, and add them together.
5) Consider the just mentioned summation, as one whole group.
6) Consider the directional attributes, that the gauge-action being considered, is inextricably to be taken in.
7) Multiply the initially mentioned trace, by the latter mentioned grouping.
8) Next; Multiply this whole thing, by 2/3 — since the reductional minimal surface is heuristically in two spatial dimensions, and the gauge-action is of co-tangent bundle R3.
9) Divide the entirety of what has been described so far, at this point, by 4*PI.
10) The result of this math, in many general cases, will facilitate an endeavor, to determine the vector value, of certain proscribed cases, in terms of finding the desirable Chern-Simons Invariant Gauge-Action, of what this is to be eminently corroborative to happen to be in the process of finding out, in lieu of acting to better understand that metaphorical grip hold of wave tug, whose alterations spew into charge and or entropy.