Riemannian-Maxwellian invertible structures in general relativity

Details Riemannian-Maxwellian invertible structures in general relativity Riemannian-Maxwellian invertible structures in general relativity

Jul 1979

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1979gregr..10..853d&link_type=abstract

General Relativity and Gravitation, Volume 10, Issue 10, pp.853-879

Physics

12

Scientific paper

It is shown that a space-time admitting a nonsingular 2-form satisfying the source-free Maxwell equations and a Lorentzian involution under which the 2-form and the exterior derivative of a related 2-form are skew invariant while the trace-free Ricci tensor and the covariant derivative of the involution itself are invariant possesses locally an invertible 2-parameter Abelian isometry group with nonsingular orbits.

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