Part Eight of Session Six Of Course 19 -- The Klein Bottle and Orbifold Differentiation

Let us consider two different orbifold eigensets, that are each kinematic functional groups -- that act as two different Hamiltonian operators, that are of two different universal settings.  These said orbifold eigensets -- that are here relatively Njenhuis to one another, are of two different Gaussian settings.  This means that such orbifold eigensets, that are of two different respective universes -- will here act as Njenhuis or Imaginary matrices of orbifold eigenset-like entities, that are of the respective holonomic substrate-based phenomenology, that works to comprise the two said given arbitrary respective Hamiltonian operators, that each work to perform one respective substringular operation - that is in their respective universal settings -- one of such orbifold eigensets working to perform one specific substringular task in its respective given arbitrary universal setting, and, the other of such orbifold eigensets working to perform another specific substringular task in its respective given arbitrary universal setting.  This works to elude to the condition, that a substringular manifold or an orbifold eigenset, are a tense of a matrix -- that are of a relatively consistent genus of a Gaussian-related eigenbase, as well as being of a relatively consistent genus of a Gaussian-based symmetry.
I will continue with the suspense later!  To Be Continued!  Sincerely, Sam Roach.