
doi: 10.1007/bf01576291
This work is an extension of Dragon's theorems to higher dimensional space-time. We show that the first set of Bianchi identities allows us to express the curvature components in terms of torsion components and its covariant derivatives. It is also shown that the second set of Bianchi identities does not give any new information which is not already contained in the first one.
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