Exact solutions of Bianchi I spacetimes which admit Conformal Killing Vectors
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文摘
We develop a new method in order to classify the Bianchi I spacetimes which admit Conformal Killing Vectors (CKVs). The method is based on two propositions which relate the CKVs of \(1+(\text {n}-1)\) decomposable Riemannian spaces with the CKVs of the \((\text {n}-1)\) subspace and show that if \(1+(\text {n}-1)\) space is conformally flat then the \((\text {n}-1)\) spacetime is maximally symmetric. The method is used to study the conformal algebra of the Kasner spacetime and other less known Bianchi type I matter solutions of General Relativity.

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