i*PI(del) Action Essential For Homotopy

The general operation of the i*PI(del) Action, works to help to allow for the role of General Relativity to occur as its does.  This happens in such manner that is essential, in order to allow for the conservation of homotopic residue. (Please See My Earlier Writings About This.)  Homotopic Residue needs to be conserved, in order for homotopy to tend to be maintained. Homotopy needs to tend to be maintained, in order for superstrigular fields to have a tendency of being un-frayed.  A discrete increment of the i*PI(del) Action, has a value of (8.635858*10^(-63) Coulumbs*Seconds.) To Be Continued! Sincerely, Sam Roach.

Importance Of E(8)XE(8) Stringular Oscillation-Based Tendency

The general workings of the i*PI(del) Action, helps to work to explain, at the substringular level -- as to why the general processes of General Relativity are here to act as these do.  The general workings of the Betti Action, helps to work to explain, at the substringular level --  as to why the general processes of the Noether Current are here to act as these do. Since the eminent intrinsic relationship between the workings of the i*PI(del) Action and the Betti Action, is directly associated with the activity of the E(8)XE(8) stringular oscillation-based tendency -- such a just stated inferred general genus of a "tendency," works to unify the premises, to a reasonable extent, -- as to how and why there is a direct association between the activity that is  here to be correlative to General Relativity, and the activity that is here to be correlative to the Noether Current.  'Till Later!  Sincerely, Samuel David Roach.