Wednesday, November 23, 2016

Chan-Patton Rules And Parity

The Chan-Patton conditions, that are appertaining to the Ward-Caucy relationships of the electrostatics of any respective given arbitrary atom -- that are to here appertain to the parity of an electron, will tend to work to force the correlative one-dimensional superstring and its directly corresponding counterstring -- to bend into a resultant two-dimensional superstring and its correlative two-dimensional counterstring, in a hermitian manner.  This will then work to tend to cause the said string and its counterstring, to thereby bend via the Fujikawa Coupling -- as is to here be in accordance with the Green Function.  The Chan-Patton conditions of parity, are here to be the case for the smooth energy relationships -- that exist for any discrete quanta of kinetic energy permittivity, that is to ensue as being released by an electron, when it works to drop back-and-forth an energy level.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

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