Bosonic superstrings of discrete energy permittivity, work to help to form both the presence of both cohomological eigenstates and cohomological eigenindices, over time. Cohomologies work to involve the integration of grouping abelian states -- that are here to exist as geometrical eigenstates and geometric eigenindices -- that are here to be formed by the interaction of superstsringular phenomenology with physically-based norm-state-projections, -- in so as to work to form geometric entities, that work to make a direct wave-tug imparting with the Ward-Cauchy-related phenomena, that these are to come into a Gliosis-based contact with. When a bosonic superstring of discrete energy permittivity, is to come into a direct or a Gliosis-related contact with such so-stated norm-state-projections -- there is here to tend to be a relatively orthogonal interaction between the topology of the said superstring, with the holonomic substrate of the said norm-state-projections -- at the Poincare level. Cohomologies are comprised of by abelian groupings -- because bosonic superstrings, since these are here to be of a closed-looped nature, work to bear relatively less slippage than open-looped or open-stranded strings of discrete energy permittivity happen to do. Bosonic superstrings adjust their vibrational mode, in so as to work to allow for such a said general genus of a lack of slippage to exist -- in so as to work to allow for the said relatively orthogonal wave-tug-based contact at the Poincare level, with those norm-state-projections that these are to strike, in a Gliosis-related manner -- by altering in the torsioning of their vibrational oscillations, -- in so as to work to allow for such a said direct wave-tug-related contact to persist, in so as to work to help to allow for the continued formation of abelian-related groupings to then to be able to form that general tense of cohomology-related structure, that the kinematic activities of bosonic superstrings are here to work to impart.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
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