Saturday, February 13, 2021

Cohomology-Related Eigen-Indices And Cohomology-Related Eigenstates

If one were to consider the spatial translation of the Fourier-Related Transform, (as this is often here to be considering durations, that are here to be smaller than a discrete increment of time), of cohomology-related eigen-indices -- as these are here to be delineated in their respective covariant spatial distributions, from one spot in time and space, to a succeeding spot in time and space, -- then, one may metaphorically consider the general physical Ward-Cauchy-related characteristic, of what I term of as being "cohomology-related eigen-indices," in a way, as being a fractal of a Lagrangian-Based attribute. Furthermore; if one were to consider the holonomic substrate of those generally considered physical genre of norm-state projections, that latch upon the proximal local region of the core-field-density, of the topological surface of a superstring of discrete energy permittivity, in a manner that is of an indistinguishably different manner, (to where, this is here to involve latched eigenstates of physical norm-state-projection, that are here to be of a different specific entity, that is here to behave as if it were basically the exact same specific cohomology-related entity), to where, such a general type of a tense of such physical entities of such eluded-to types of norm-state-projection-related phenomenology, that are here to latch upon the proximal local core-field-density of the Poincare-related region, of a given arbitrary Laplacian-Related locus of the delineation-related loci, of the kinematic display of the interaction of a superstring upon its immediately external Ward-Cauchy-related environment, works to indicate the physical presence of the general physical genus of entity-related phenomenology, that is here to be the phenomenology of cohomology-related eigenstates, of which are here to act as being a Fractal, of what may metaphorically be considered, as being the proximal local presence of a Hamiltonian Operator. To Be Continued! SAM ROACH.

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