A Morphologically-Based Recursively Inverting Homomorphic Hermitian Yau-Exact Topological Manifold

 A morphologically-based recursively inverting homomorphic hermitian Yau-Exact topological manifold, that works to bear a Fourier-Related-Progression, that is not escalating in its respectively associated Euclidean Expansion, will often work to behave, as a homotopic gauge-invariant kinematically delineated genus, of an eminently associated spatially transferred Hamiltonian eigenstate, of the Kahler-Metric. SAMUEL DAVID ROACH.