The separated electromagnetic responses RL(q, ω) and RT (q, ω) for inclusive electron scattering off nuclei are studied within a functional scheme.

We study primary submodules and decompositions from a differential computational point of view. Our main theoretical contribution is general structure theory representation theorem for an arbitrary finitely generated module over polynomial ring. characterize in terms operators punctual Quot schemes. Moreover, we introduce implement algorithm that computes minimal decomposition module.