Ward-Cauchy-Related Tangential Expansion

 Let us initially consider the Ward-Cauchy-Related Expansion, of the tangential divergence, that is here to be directly appertaining to a given arbitrary general case, in which there is here to be the mappable-tracing of the Lagrangian-related divergence, that is here to be correlative to the asymptotic behavior of a cohesive set of discrete energy quanta, that is here to be departing in a Clifford-related manner, away from a proscribed initial locus of origin. Let’s next stipulate, that the directly corresponding escalation of such a respective given arbitrary Ward-Cauchy-Related Expansion, is here to reflect the general innately considered attributes, of this mappable-motion, to be acting as a Slater-based relation. The greater that the tangential bundle is to be, as to the spatial dimensionality of the directly corresponding Hamiltonian Operand, via which the earlier mentioned set of discrete energy quanta, is here to be traveling through, — the more poignant that the correlative asymptotic approach will consequently tend to be, as to the general manner of the directly corresponding inferred hyperbolic departure, that is here to be tugged Away from the initial local region of origin. To Be Continued! Sincerely, SAMUEL DAVID ROACH. (1989).