ON A NEW DIFFERENTIAL GEOMETRIC METHOD IN METRIC-TORSION THEORIES OF GRAVITATION
Дата
Назва журналу
Номер ISSN
Назва тому
Видавець
Анотація
In the paper, a general manifestly generally covariant formalism
for constructing conservation laws and conserved quantities in arbitrary
metric-torsion theories of gravitation, which recently has been
elaborated by the authors is presented
Опис
Тип публікації
Text
Тип текстової публікації
Стаття
ISSN
Ключові слова
Diffeomorphic invariance, manifest covariance, differential identities, conservation laws, stress-energy-momentum tensors, spin tensors, metric-torsion theories, gravity, Riemann-Cartan geometry
Бібліографічний опис
Robert R. Lompay and Alexander N. Petrov “On a new Differential Geometric Method in Metric-Torsion Theories of Gravitation” Algebras Groups and Geometries, vol. 31, iss. 1, pp. 63–100