What Homotopic Convergence Is

 Homotopic convergence, is the mappable topological reaction, of wave-tug-related gauge-metric flow, via which cohomology-related path-based curvature is to be co-tangentially propagated inward and towards, from the initial source of consideration, as a projected trajectory of integrable covariant interdependent functionally-gauged zero-states, that are externally delineated, at the proximal locus of the outer shell, of the core-field-density-related region, of the multiplicity of each individually taken discrete energy quantum, of which are to come together, to work to form the directly associated respective Hamiltonian Operator, of which is here to be expressing, such an eminent mappable topological reaction. SAM.