An Extension of Maxwell Representation of Non-Abelian Su(3) Yang-Mills Theory on Cantor Sets

This paper was written in the context of a new concept of Maxwellian neutrino suggested by Valerii Temnenko. Assuming that his classical model of neutrino may be considered close to real description, then it seems also possible to write down Maxwell representation of SU(3) Yang-Mills theory. In fact, such an idea has been proposed by Sanchez-Monroy & Quimbay, and they called it: Classical Chromodynamics. Therefore, in this paper I extend further such a Maxwell representation of SU(3) Yang-Mills theory on Cantor Sets. However, I should emphasize that the proposed model as outlined here is not complete yet. It is still a long way from a complete classical description of elementary particles including neutrino masses. Therefore, more research is needed, be it theoretical and also experimental.