Tuesday, April 9, 2019

Inertial Tense Of i*PI(del) Action

If the mini-stringular activity, that is here to be directly associated with the exchange of partition-based discrepancies, is here to happen in such a manner, as the scalar amplitude of the correlative Polyakov Action is to be re-adjusted, in the process in which a mass-bearing tense of energy-bearing phenomenology is to alter in its motion when in its relationship to light -- to where this is here to be considered, when in terms of how this genus of activity is to be expressed as being of the correlative fractal of the directly corresponding Ricci Flow, -- then, that fractal of discrete energy of such a said respective case, that is here to be most directly related to the i*PI(del) Action that is of a given arbitrary  Lagrangian-related eigenstate, will then be equal to the negative of that fractal of discrete energy that is of such a said situation, that is here to be most directly related to the i*PI(del) Action of the respective given arbitrary Hamiltonian-Operator-related eigenstate.  This then corresponds, to the physical condition -- that the array of partition-based discrepancies, that are of a superstring of discrete energy permittivity, will always tend to be assymmetric to the array of partition-based discrepancies, that are here to be of its directly corresponding counter string of discrete energy permittivity.  This works to help, at a very low level, in the process of a substringular tense of inertia.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

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