alexa Lie algebras with idempotent derivations
Mathematics

Mathematics

Journal of Applied & Computational Mathematics

Author(s): BAI Ruipu

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The structure of Lie algebras with idempotent derivations is studied. It is proved that a Lie algebra L has an idempotent derivation D if and only if L = I ⊕ K, where I is an abelian ideal which is the image of D, K is a subalgebra of L which is the kernel of D, and D is identity on I

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This article was published in Mathematica Aeterna and referenced in Journal of Applied & Computational Mathematics

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