A Little Dittie About the Green Function

When photons form, electrons drop back an energy level and then go back to their original energy level. When this happens, the individual photons that form are formed via the Fujikawa Coupling that happens according to the Green Function. As a fermionic superstring that acts as a discrete unit of kinetic energy converts into a bosonic superstring that here is a photon, the topology of the open string that converts into a closed string bends hermitianly as the forming photon moves in the direction of energy permittivity. As this is happening, the actual folding of the loose strand of discrete energy acts in the opposite direction as the motion that the said photon is propagated in. -- The forming photon moves in the relative holomorphic direction as it bends to form the said photon in the relative reverse holomorphic direction. Hermitian means smooth in all of the derivatives that are equal to the number of dimensions that it exists in. So, the motion of a discrete strand of energy permittivity closing to form a discrete hoop of energy permittivity is pulled in the opposite chirality of holomorpicity than the direction in which the said forming photon is propagated in. What causes the Fujikawa Coupling to happen in a hermitian manner is the corresponding activity of zero-norm projections that act at a conipoint that is subtended from the reverse holomorphic side of where the forming photon is propagated. So, the creation of E.M. always involves a smooth topological translation in terms of the here arbitrary example of a fermionic superstring changing into a bosonic superstring. So, in this case, topologically related Hamiltonian Operations are smooth in terms of the basis of relativity. -- The basis of relativity is the motion and the existence of E.M.. Sam.