Isotropically Stable Legendre Homology, Working To Transfer Mass-Bearing Orbifold Eigensets

Mass-Bearing orbifold eigensets tend to bear the cohomology-related physical condition, of being Yau-Exact, -- meaning, that these tend to bear the Fourier-related condition, of tending to generate as much cohomology as these degenerate, in a manner that is relatively piecewise continuous, over time.  Mass-Bearing orbifold eigensets tend to be superconformally invariant, at an internal reference-frame.  It is phenomenology that is of a Legendre-related tense of a cohomology, that tend to act as kinetic eigenstates -- that are at an external reference-frame to those just inferred Noether-based cohesive sets of mass-bearing discrete quanta of energy, in so as to work to transfer these said mass-bearing orbifold eigensets, from one general locus to another. Ward-Cauchy-related string-based phenomenology, that are of an isotropically stable Legendre (co)homology, tend to have the capacity of bearing the Fourier-related condition of being able to generate as much (co)homology as these degenerate, in a manner that is relatively piecewise continuous, over time.  Phenomenology that  is of an isotropically unstable Legendre (co)homology, do not tend to share this stated capacity of being able to generate as much (co)homology as these degenerate.  Therefore, it is those superstringular entities that are of an isotropically stable  Legendre (co)homology, -- that tend to be the general Noether-based phenomenology, that work to transfer mass-bearing orbifold eigensets, from one spot to another, over time. I will continue with the suspense later! To Be Continued! Samuel Roach.