Part Six of Session 19 -- The Klein Bottle And Orbifold Differentiation

When orbifolds kinematically differentiate within  a given region -- under the conditions of a conformally invariant mode -- the Jacobian eigenbasis that would here be directly corresponding to the Hamiltonian operation that is prevalent in the correlative region, is maintained, in terms of the Gaussian norm-conditions, when this is taken in terms of both the Real Reimmanian primed normalcy and the Njenhuis primed normalcy.  When an orbifold egienset is divergent in its field fluctuation, then, the Jacobian eigenbasis of this given case is to be kinematically divergent -- in terms of the Gaussian norm-conditions that are in terms of both the Real Reimmanian normalcy and the Njenhuis primed normalcy. The more that the decrease in the Clifford volume of an orbifold eigenset is -- when this is given a condition of a maintaned spin-orbital delineation, the more compactified that the orbifold eigenset is, and also, the more compactified the given resultant correlative magnetism is.