Friday, April 26, 2019
Motion Of Mini-Stringular Segmentation
As a substringular field moves, the correlative mini-stringular segmentation is displaced -- over the course of some sort of a Hamiltonian eigenmetric. As mini-stringular segmentation is displaced, over the course of some sort of a Hamiltonian eigenmetric -- there tends to be a perturbative effect -- in the knotting of that mini-stringular segmentation, that is of the general region of the said displacement of the given arbitrary respective mini-stringular segmentation. To Be Continued! Sam Roach.
Posted by
samsphysicsworld
at
9:27 PM
Labels:
Hamiltonian eigenmetric,
knotting,
mini-strinugular,
proximal local,
substringular
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