Showing posts with label cotangential. Show all posts
Showing posts with label cotangential. Show all posts
Tuesday, January 7, 2020
Tangential And Cotangential Flow
For any one particular superstring of discrete energy permittivity -- over the course of any given arbitrary iteration of group-related instanton, there is both a general genus of a hyperbolic tangential flow of mini-stringular segmentation emitted Outward from the core-field-density of the said string, And, a general genus of a hyperbolic cotangential flow of mini-stringular segmentation delineated Inward upon the core-field-density of the said string. This eludes to the simultaneous mini-stringular ebbing of dual Ward-Cauchy-related conditions, (at the vantage-point of a central conipoint), of both a divergence of superstringular field indices that are brought Out of the core-field-density of such a respective given arbitrary string, And, a convergence of superstringular field indices that are brought Into the core-field-density of such a respective given arbitrary string. To Be Continued! Sincerely, Samuel David Roach.
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Labels:
convergence,
cotangential,
divergence,
field indices,
strings,
tangential,
Ward-Cauchy
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