Solitons -- BJS

 At the Ward-Cauchy level, a soliton is a wave-packet, that is here to be comprised of, by a set of one or more discrete energy quanta, in which the Betti number, of which is here to be directly corresponding to the eminent effectual tense, as to the potential loss and/or gain of the spatial dimensionality, of those superstrings of discrete energy permittivity, that are here to work to comprise such a set of discrete energy quanta, is thereby to often bear the general case, in which as inferred just before, the directly associated Betti number, that is here to be indicative, of any loss and/or gain in the number of spatial dimensions, that are to be exhibited, by the physical display, of those individually taken composite superstrings of discrete energy permittivity, that are here to work to form the entity-based eigenstates of such an eluded-to soliton, as this is here to be taken over the correlative duration, in which the inferred directly associated holonomic metric-based motion, of such a set of discrete energy quanta, is here to be propagated in its transference though time and space, will thereby often tend to be held at zero. It follows; that, at the Ward-Cauchy level, a soliton is a wave-packet, that is here to be comprised of, by a set of one or more discrete energy quanta, of which is here to often be in such a situation, to where such an inferred topological manifold, of a cohesive set of discrete energy quanta, will often tend to work to bear the general physical condition, of what I term of as being, the Betti Action Jacobean Stabilization (BJS). TO BE CONTINUED! SAMUEL.