Abstract
AbstractIn the general theory of relativity a number of apparently unrelated identities peculiar to a 4-dimensional space are frequently used. However, the proofs usually presented appear to have no common ideas and, furthermore, it is not clear at what stage the dimensionality restriction plays a significant role. In this note a technique is presented which explicitly exhibits the dimensionality dependence and thereby enables the above identities to be generalized forn-dimensional spaces. It is also shown that the above identities are all special cases of a more general identity valid forn= 4.
Publisher
Cambridge University Press (CUP)
Cited by
45 articles.
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