0372-400Х (Edition in Ukrainian)
2071-0186 (Edition in English)
2071-0194 (in electronic form)
Abbreviated key title: Ukr. J. Phys.
Lompay R.R.1, Petrov A.N.2
1 Faculty of Physics, Uzhgorod National University
(54, Voloshyna Str., Uzhgorod 88000, Ukraine; e-mail: email@example.com)
2 M.V. Lomonosov Moscow State University, Sternberg Astronomical Institute
(13, Universitetskii Pr., Moscow 119992, Russia; e-mail: firstname.lastname@example.org)
Covariant Differential Identities and Conservation Laws in Metric-Torsion Theories of Gravitation
Section: Fields and elementary particles
Original Author's Text: English
Abstract: The general manifestly generally covariant formalism for constructing the conservation laws and the conserved quantities in arbitrary metric-torsion theories of gravitation, which recently has been elaborated by the authors, is presented.
Key words: diffeomorphic invariance, manifest covariance, differential identities, conservation laws, stress-energy-momentum tensors, spin tensors, metric-torsion theories, gravity, Riemann–Cartan geometry