Cohomological States As A Sub-Energy

The rudimentary commutators that work to form cohomological states, act as a sub-energy in the superstringular realm.  Cohomological eigenstates act as the sub-Hamiltonian-related nature of those correlative point commutators, that directly inter-mingle with the topological stratum of discrete energy in the superstringular realm.  Whereas -- cohomological eigenindices act as the sub-Lagrangian-related nature of those correlative point commutators, that directly inter-mingle with the topological stratum of discrete energy in the superstringular realm.  To Be Continued!  Sam Roach.