Harmonic/Anharmonic Lagrangian-Based Path -- Harmonic/Anharmonic Delineation -- Rarita Structure Eigenstates

 The more harmonic that a given arbitrary Lagrangian-Based path is to be, that a given arbitrary cohesive set of discrete energy quanta is to be traveling through, over a correlative proscribed duration of time, -- the more harmonic that the directly corresponding delineation-related distribution, of the correlative respective Rarita Structure eigenstates, will consequently tend to result in being displayed as. It follows, that; The more anharmonic that a given arbitrary Lagrangian-Based path is to be, that a given arbitrary cohesive set of discrete energy quanta is to be traveling through, over a correlative proscribed duration of time, -- the more anharmonic that the directly corresponding delineation-related distribution, of the correlative respective Rarita Structure eigenstates, will consequently tend to result in being displaying as. SAM ROACH. (1989).