Amending Maxwell's Equations for Real and Complex Gauge Groups in Non-Abelian Form

We have analyzed, calculated and extended the modification of Maxwell's equations in a complex Minkowski metric, M(4) in a C(2) space using the SU(2) gauge, SL(2,c) and other gauge groups, such as SU(n) for n > 2 expanding the U(1) gauge theories of Weyl. This work yields additional predictions beyond the electroweak unification scheme. Some of these are: 1) modified gauge invariant conditions, 2) short range non-Abelian force terms and Abelian long range force terms in Maxwell's equations, 3) finite but small rest of the photon, and 4) a magnetic monopole like term and 5) longitudinal as well as transverse magnetic and electromagnetic field components in a complex Minkowski metric M(4) in a C(4) space.