Tuesday, February 22, 2022

Recursive Polarization-Related Oscillation -- Heuristically Vibrating Calabi-Yau Superstring

 When a given arbitrary Noether-Based mass-bearing superstring of discrete energy permittivity, that is here to be exhibiting the correlative display, of being transferred as a hermitian Lagrangian-Based kinematic topological manifold, as it is here to be spatially translated, through the reductional medium of its dimensional-related path, to where such a stated superstring, is here to bear the general behavior, of a heuristic Calabi-Yau Manifold, it follows, that over the general course of its recursive tense of an elliptic-related oscillation, that such a said string, over the covariant process of its duration-related kinematic motion, is to consequentially stretch back-and-forth, in such a way, in so as to work to behave in a manner, that is here to work to exhibit, a recursive polarization-related oscillation, to where the directly corresponding Hodge-Based dimensional association, is to bear a recursively respective heuristically spatially inverted tense, of a corroborative coni-axion in this general process, to where, such an inversion of the covariant dimensional tense of the spatial coni-axion, that is of such a stated Calabi-Yau superstring, is here to recursively bear a correlative perturbation as such, in a hermitian manner, as behaving, via a given arbitrary respective tense of the Green Function. SAM.

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