Abstract
We examine embeddings of an important class of Levi decomposable algebras into the classical Lie algebras. In particular, we classify the embeddings of An▪Cn+1, Bn▪C2n+1, Cn▪C2n, and Dn▪C2n into the complex simple Lie algebras An+1, Bn+1, Cn+1, and Dn+1, respectively, up to inner automorphism.
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