Some Additional Stuff About Cohomological Generation, I

Let us consider a discrete superstring of discrete energy permittivity, that works to move through a discrete Lagrangian path over time.  The said superstring is here to be interacting in a Gliosis-related manner, with those norm-state-projections that are in its immediate path -- in the process of moving through the Hamiltonian operand that is amidst of its said Lagrangian-related path.  Such so-stated projections, are here to be scattered upon their direct contact.  These said norm-state-projections are either to be scattered in a harmonic manner, or, in an enharmonic manner -- over the directly corresponding sequential series of group-related instantons.  A scattering at the Ward-Cauchy-related level, is said to be of a Reimman-related manner -- if the adjacent displaced eigenindices are said to have an even parity.  Furthermore -- a scattering at the Ward-Cauchy-related level, is said to be of a Rayleigh-related manner -- if the adjacent displaced eigenindices are said to have an odd parity.  If the said scattering is of a Reimman-related manner -- the directly corresponding scattering is said to be of a harmonic nature.  Yet, if the said scattering is of a Rayleigh-related manner -- the directly corresponding scattering is said to be of an enharmonic nature.  When a Ward-Cauchy-related scattering is of a Reimman-related nature -- it is said to be generating cohomology. Yet -- when a Ward-Cauchy-related scattering is of a Rayleigh-related nature -- it is said to be degenerating cohomology.  I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel Roach.