Part Two As To Solitons

If a Ward-Cauchy-related phenomenon, is of such a nature, to where it may be described of here as being a soliton, The following must tend to hold as being true:

1) Those eigenstates, that work to directly correspond to the cotangent bundle of said soliton -- will work to eminently involve, what may be described of here as Li-based spaces.

2)  The said phenomenon will work to describe a set of eigenstates, whose Stoke's-related indices, will be both individually taken as well as being group-taken, -- as an integrative set of holographic spaces, that are of a cotangent bundle, that will work here to be of an overall scenario, that is of a maximum of 26 spatial dimensions plus time.  (Since this is of a Minkowski or of a flat-spaced Ricci curvature, -- and flat-space is of a maximum of 26 spatial dimensions plus time.)

3)  As such a said phenomenon is to be a soliton, the absolute value of its Beti number will not vary here, -- when this is taken for those individually taken superstrings, that work to help in forming the said soliton.

&4) The Fourier-related activity of the said soliton, will work to form a given arbitrary homology-based setting -- that is of either a symplectic tense of homology (a cohomology), or, of a Legendre tense of homology (Khovanov), -- that will be mappable, as going into a certain given arbitrary tense of a holomorphic motion, that is here to be propagated, over the spacing of a flat or a Minkowski-related Hamiltonian operand, over time.