Neutrinos -- Hermitian Angular Momentum

 A neutrino-related frequency that works to bear no Nijenhuis tensors of topological sway, will tend to be more likely to work to bear a hermitian angular momentum, than an otherwise analogous neutrino-related frequency, that instead, works to actually bear Nijenhuis tensors of topological sway. SAM ROACH.

The homotopic transfer, that is eminently associated, with the deformational flow, of a given arbitrary, kinematically transferred, Kahler Hamiltonian Operator, may often tend to be directionally akin, to the analogous directional flow, of the eminently associated, delineated Moment of Inertia eigenstates, that are here to tend to be heuristically propagated, in at least some sort of a corroborative concordance, with the relativistic subtended directional flow, that is of the angular momentum-related indices, that are here to be generated, by that general spontaneous cohomology-related perturbation, of which is eminently demarcated, by the multiplicity of the alterations in the projected trajectory, of the net Lagrangian-Based superstring-related phenomenology, of a given arbitrary kinematically transferred, Kahler Hamiltonian Operator.