What Homotopic Divergence Is

 Homotopic divergence, is the mappable topological reaction of wave-tug-related gauge-metric flow, via which cohomological path-related curvature, is to be tangentially propagated, both outward and away from the source of initial consideration, as a projected trajectory of integrable covariant inter-dependent functionally-gauged zero-states, that are externally delineated at the proximal locus, of the outer shell of the core-field-density-related region, that is of the multiplicity of each individually taken discrete energy quantum, of which is to work to form any correlative directly associated respective Hamiltonian Operator, of which is here to be expressing, such an eminent mappable topological reaction.