Here is something that I have recently postulated, that I am not, at this point in time, completely sure of, yet that I thought that I would run this by with you.
Initially; You know how it is commonly known, that a sub-atomic particle of matter and its anti-matter counter part, are here to often have a similar type of a general structure, YET that the matter-based particle is here to have the opposite chirality of charge as the anti-matter-based particle is here to have?! Next; You know how, in a sense, cohomology acts as a fractal of charge?! Well; If you would like to, please check-out the logic, of what I am about to present.
Let us say that there is a tense of the net wave-tug, that may here be eminent in its correlation, with a matter/ant-matter-based cohomology-related eigenstate, that is here to be of:
1) One particular general genus of a field of physical nature. (Of either a non-entropic electromagnetic field; an entropic electromagnetic field, a d-field;, an f-field, a "graviton" field (although here, to only be wave-based); a "gravitino" field (although here, to only be wave-based); a Higgs field, a Neilson-Kolosh-Based field, Or a Neutrino-Based field.)
2) Of either a wave-based nature OR of a particle-based nature.
3) Of either a Symplectic geometry OR of a Khovanov geometry.
Let us then, take into comparison, two of such individually taken considered Jacobean field eigenbases; to where the only difference that is here to be between them, is that one of such Jacobean eigenbases is to be of a matter-based nature, -- whereas the other of such Jacobean eigenbases is here to be of an anti-matter-based nature. Next let us stipulate, the difference, between the general tense of the net wave-tug, that is here to exist, in a viable comparison between two different otherwise equivocal individually taken cohomology-related eigenstates, one of such being directly appertaining to the indicated matter-based Jacobean eigenbase, while the other of such being directly appertaining to the indicated anti-matter-based Jacobean eigenbase.
I stipulate; that the correlative multiplicity of an individually-taken matter-based cohomology-related eigenstate, of such an inferred nature, will often tend to work to bear a tense of a net wave-tug, that is here to be directly associated with its correlative anti-holomorphic partial of angular momentum, that is here to work to bear a scalar amplitude of a "negative i" times the correlative multiplicity of an individually taken anti-matter-based cohomology-related eigenstate, of such a case. This is to where; the correlative multiplicity of an individually taken anti-matter-based cohomology-related eigenstate, of such an inferred nature, will often tend to work to bear a tense of a net wave-tug, that is here to be directly associated with its correlative anti-holomorphic partial of angular momentum, that is here to work to bear a scalar amplitude of "i" times the correlative multiplicity of an individually taken matter-based cohomology-related eigenstate, of such a case.
Please let me know what you think, as to such a postulate that I have recently been considering for a while now! I WILL CONTINUE WITH THE SUSPENSE LATER! SINCERELY, SAM ROACH. pa
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