On the extension of the Obukhov theorem in non-Riemannian gravity I
arXiv:gr-qc/9909049 · doi:10.1063/1.533289
Abstract
This is a first paper of a series in which we give some generalizations of the Obukhov theorem in the Tucker-Wang approach to Metric- Affine gravity in which we consider more general actions containing scalar and in general fields which do not depend on the metric or connection.
12 pages, no figures, final version for J. Math. Phys
References in corpus (4)
- Metric-affine gauge theory of gravity II. Exact solutions
- Metric-Affine Gauge Theory of Gravity I. Fundamental Structure and Field Equations
- Isomorphism between Non-Riemannian gravity and Einstein-Proca-Weyl theories extended to a class of Scalar gravity theories
- Effective Levi-Civita Dilaton theory from Metric Affine Dilaton Gravity