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2003•Journal of Wuyi UniversityRequires access

The decomposition of n-Lie Algebra Derivation in Acusdance wish Jordan-chevalley Rules

Zhao Guan-hua

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Abstract

By means of a property of the derivations of n-Lie algebras and the Jordan-Chevalley decompositions of the general linear transformations, it is concluded that the derivations of n-Lie algebras can be decomposited according to Jordam-Chevalley rules.

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By means of a property of the derivations of n-Lie algebras and the Jordan-Chevalley decompositions of the general linear transformations, it is concluded that the derivations of n-Lie algebras can be decomposited according to Jordam-Chevalley rules.

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Available abstract

By means of a property of the derivations of n-Lie algebras and the Jordan-Chevalley decompositions of the general linear transformations, it is concluded that the derivations of n-Lie algebras can be decomposited according to Jordam-Chevalley rules.

Key concepts: Mathematics, Lie algebra, Property (philosophy), Algebra over a field, Pure mathematics, Decomposition, Lie conformal algebra, Chemistry

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