Reference Frames Of Noether Current

Let us initially consider a set of orbifold eigensets, that exist from within the internal framework of one unique substringular tense of Ward-Neumman-based conditions.  Let us say that each of the individually taken orbifold eigensets, that are to exist from within the said tense of Ward-Neumman conditions -- was to be traveling at the same relativistic speed -- yet, with each of such individually taken orbifold eigensets of such a case, being in such a Fourier-based manner -- in so as to each be moving in both a different directoral-based sense of angular momentum, as well as in a different directroral-based sense of spin-orbital momentum -- as each of such so-stated orbifold eigensets of such a case are here to act as different unique metrical-gauge-based Hamiltonian operators, that are here to be in a constant state of a Fourier-based motion, during that group-metric in which such a case is to here be considered.  This would then mean, that with  each of such individually taken orbifold eigensets of such a respective given arbitrary case scenario, that the resultant of the velocity of each of the individually taken discrete quanta of energy that work to comprise each of such orbifold eigensets, with the Fourier-based interaction of the kinematic motion of the said orbifold eigensets with each of the respective directly corresponding tenses of their correlative Majorana-Weyl-Covariance -- will then work to form the Noether-based current of each of the respective given arbitrary orbifold eigensets.  So, even though the Noether Current of the individually taken orbifold eigensets of such a case, may not be identical -- the resultant interaction of each of the directly corresponding eigenstates of Noether Current for each of such orbifold eigensets, with both the Hodge-Index of the overall Hamiltonian operators of each of the individually taken said eigensets -- as well as the gauge-metrical tense of the angling of such a kinematic wave-push/wave-tug, that is set upon each of the so-stated orbifold eigensets -- will then work to form the speed of each of the said unique said eigensets.  The combination of the speed of each of the so-stated orbifold eigensets with the Ward-Caucy-based directoral wave-tug in which each of such orbifold eigensets is to be brought into, works to form the tensoric tense of the velocity of each of such so-stated eigensets.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.