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2003•Hu'nan Shifan Daxue xuebao. Ziran kexue banRequires access

A Class of Generalized Lie Algebras

Xiao Li

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Abstract

The conceptions of Gbraided Lie algebra and τLie algebra are defined,they are the generalization of eLie algebra, and the theory that any τLie algebra is a Gbraided Lie albebra for some commutative group G is proved.

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What this paper is about

The conceptions of Gbraided Lie algebra and τLie algebra are defined,they are the generalization of eLie algebra, and the theory that any τLie algebra is a Gbraided Lie albebra for some commutative group G is proved.

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Available abstract

The conceptions of Gbraided Lie algebra and τLie algebra are defined,they are the generalization of eLie algebra, and the theory that any τLie algebra is a Gbraided Lie albebra for some commutative group G is proved.

Key concepts: Lie conformal algebra, Graded Lie algebra, Mathematics, Adjoint representation of a Lie algebra, Adjoint representation, Simple Lie group, Algebra over a field, Pure mathematics

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