Schwinger-Indices And The Grand Unified Field Theory

Second-Ordered light-cone-gauge eigenstates are "plucked" by their directly corresponding gauge-bosons, in so as to form the multivarious array of what may be termed of as third-ordered Schwinger-Indices.  In this post -- we will refer to "third-ordered Schwinger-Indices" as just Schwinger-Indices.  Schwinger-Indices are those vibrational oscillations -- that act along the Rarita Structure, in so as to form the "gravity-waves" that work in so as to inter-bind the activity of discrete energy quanta with the activity of both gravitons and gravitinos.  It is the centralized knotting of the multivarious Rarita Structure eigenstates, that act as the holonomic substrate of sub-atomic particles -- that act in so as to work at "gluing" together certain relatively small subatomic particles together, in so as to work at forming the key "ingredients" of the generally conceived of particles that are of the subatomic level.  So, it is the activity of Schwinger-Indices, that does a lot in the direction of what the delineation of discrete energy quanta is to be -- in an ensuing multiplicit tense, throughout  the substringular.  Schwinger-Indices vary as to the diversity of the overall combination -- of both their spin-orbital Hamiltonian operation, their radial Hamiltonian operation, their transversal Hamiltonian operation, their delineatory index (the projection as to the cohomological trajectory of their abelian-based angling, in a Ward-Caucy-based manner), and the rate of their Hamiltonian-based pulsation (in a gauge-metrical manner, that is here piecewise continuous).  So, the combination of the vibrations that are formed by the "plucking" of light-cone-gauge eigenstates (of the second-order),  by gauge-bosons -- the combination of both the spin-orbital Hamiltonian operation of such oscillations, the radial Hamiltonian operation of such oscillations, the transversal Hamiltonian operations of such oscillations, the projection as to the cohomological trajectory of the abelian-based angling in a Ward-Caucy-based manner -- of the Hamiltonian operation of such oscillations, and, the gauge-metrical piecewise manner, -- as to the rate of the Hamiltonian operation of such oscillations -- works to help, in a multiplicit manner, to form a significant amount of that activity that could be extrapolated, in so as to work at helping in determining the ensuing delineations of discrete quanta of energy.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.