Metrics Down To The Infinitessimal

If distance of phenomena did not exist down to the infinitessimal, then, metrics would not be able to go down to the infinitessimal. If metrics did not go down to the infinitessimal, then, there would be no hermitian motion. If there were no hermtian motion, then photons would never be able to form via the Greene Function. Yet, in order for photons to form, the Fujikawa Coupling needs to happen. The Fujikawa Coupling must happen in order for photons to form. Therefore, metrics must happen down to the infinitessmal, and also, phenomena must exist in scalar amplitudes down to the infinitessimal.