Spatial Dimensionality And Spin-Orbital Tensors

 Let us initially consider the Noether-Based flow, of two similar but different physical entities, that are each here to act, as two different individually taken covariant mass-bearing cohesive sets of discrete energy quanta. Both of such inferred "teams" of discrete mass-bearing energy quanta, are here to both behave in basically the same manner, as well as that both of such inferred "teams" of discrete mass-bearing energy quanta, are here to be in the process, of being spatially transferred, through two different individually taken Hamiltonian Operands, in which both of such stated "Operands," are here to work to be exhibiting the display of both the same nature of structural composition, as well as that the behavior of both of such individually taken Hamiltonian Operand-Related regions, are here to be of the same general type of a  medium, of which both of such inferred "teams" of mass-bearing discrete energy quanta, are here o be traveling through, over time, to where these are also here, to be acting in the same general manner of potential relative motion. Let us next stipulate, that the most innately reductional physical difference, that is here to be present, when in regards to the covariant comparison of these two inferred "teams" of kinematic discrete mass-bearing energy quanta, is that one of such stated mass-bearing cohesive sets of discrete energy quanta of the two, is here to be directly associated with working to involve, the proximal local presence of a larger number of spatial dimensions, than the other of the two inferred "teams" of discrete energy quanta. That implied mass-bearing "team" of discrete energy, that is here to work to involve a directly associated proximal local presence, of a larger number of spatial dimensions, than the other inferred "team" of mass-related energy, will often tend to be more likely to work to exhibit the display, of a larger number of proximal local spin-orbital tensors, than the other of the two discussed mass-bearing cohesive sets of discrete energy quanta. TO BE CONTINUED! SINCERELY, SAMUEL DAVD ROACH. (1989).