When one has a case of a set of respective given arbitrary orbifold eigensets -- that are kinematically differential in an interactive manner over time, these may act as an interactive cohomological holonomic substrate, that may act in a manner that is of a tense of covariant, codifferentiable, and codeterminable eigenmatrices, that may differentiate in either a spin-orbital-based manner, a radial-based manner, and/or in a transversel-based manner -- when each of the individually taken orbifold eigensets of this respective given arbitrary set of orbifold eigensets is here taken, relative to the other of such orbifold eigensets, in so as to form a set system of operational indices -- these of which may act interdependantly -- in so as to work to perform one set of substringular functions, this of which works to allow for an indistinguishably different replacement of its eigenmembers -- this of which works to allow for a tense of constant change in the specific discrete units of holonomic substrate, without the necessary effect of a kinematic change in the genus of the tense of what works to form the eigenbase of the pretext, of what would here work to comprise the general composition of the said orbifold eigensets.
I will continue with the suspense later! To Be Continued! Sincerely, Sam Roach.
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