Majorana–Oppenheimer Approach to Maxwell Electrodynamics. Part II. Curved Riemannian Space

@article{Redkov2013MajoranaOppenheimerAT,
  title={Majorana–Oppenheimer Approach to Maxwell Electrodynamics. Part II. Curved Riemannian Space},
  author={V. Red'kov and N. Tokarevskaya and G. Spix},
  journal={Advances in Applied Clifford Algebras},
  year={2013},
  volume={23},
  pages={165-178}
}
The Riemann–Silberstein–Majorana–Oppenheimer approach to the Maxwell electrodynamics in the presence of electrical sources, arbitrary media and curved space-time is investigated within the matrix formalism and tetrad method. Symmetries of the matrix Maxwell equation under transformations of the local gauge complex rotation group SO(3,C) is demonstrated explicitly. Equivalence of the approach to general covariant Proca technique and spinor formalism is shown. 
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