Cyclic Generation/Degeneration

Let us initially consider a cohomological-based pattern of ghost-based indices, that begin to be formed -- at a general given arbitrary locus, where there are the eigenindices of a Gliosis-Sherk-Olive ghost-based pattern, that work here in so as to map-out the physical memory of an orbifold's proximal localized Fourier-based activity -- from within a Majorana-Weyl-Invariant-based field, that is mapped out here, as the holonomic substrate of a Hamiltonian operand, that may be locally defined through a conformally invariant oscillating Lagrangian-based path, over a cyclical sequential series of group-related instantons, over time.  Let us next say, that, after one overall generation of the basic indices of a full ghost-based pattern -- that works to form one said cohomological mappable tracing, the so-stated cohomology is to start to be degenerated.  Let us say that there is to then be a cycle that may be described of here -- as a set of ghost-based eigenindices that go from being generated, to then being degenerated, over time.  To Be Continued!  Sam Roach.