Diffeomorphic Distribution Of Physical Norm-State-Projections

 Let us initially consider a Noether-Based mass-bearing cohesive set of discrete energy quanta, as this said cohesive set is here to be taken, over a given arbitrary Fourier Transformation, of which is consequently to be happening  during its spatial translation through the fabric of space and time.  In my given model of string theory, -- the vacuum-related Hamiltonian Operand, that such a set of discrete energy quanta is generally to be typified, as to be in the process of being spatially translated through, over a discrete quanta of Planck Instants, is here to act as a given arbitrary set, of what I have inferred to in the past, as being a physical exhibition of norm-state-projections. The more diffeomorphic that the distribution-related delineation is to be, as to the general lay-out, of the particular Laplacian-related placement of such physical norm-state-projections, -- the higher that the expectation value will consequently tend to be, that the propagation of the said mass-bearing cohesive set of discrete energy quanta, through the here mentioned respective Hamiltonian Operand, will continue to remain, as being of a Noether-Based flow. Consequently; the less diffeomorphic that the distribution-related delineation is to be, as to the general lay-out, of the particular Laplacian-related placement of such physical norm-state-projections, -- the lower that the expectation value will consequently tend to be, as to whether or not that the propagation of the said mass-bearing cohesive set of discrete energy quanta, through the here mentioned respective Hamiltonian Operand, will continue to remain, as being of a Noether-Based flow. I will continue with the suspense later! To Be Continued! Samuel David Roach.