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2007•Journal of Science of Teachers' College and UniversityRequires access

Generalized lie superalgebra S(n) and its properties

Qiang Li

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Abstract

Let F be a field of characteristic p≠2.Defined the generalized lie superalgebra over F ,given the definition of the finite dimensional generalized lie superalgebra S(n) and proved some properties of S(n).

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What this paper is about

Let F be a field of characteristic p≠2.Defined the generalized lie superalgebra over F ,given the definition of the finite dimensional generalized lie superalgebra S(n) and proved some properties of S(n).

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Available abstract

Let F be a field of characteristic p≠2.Defined the generalized lie superalgebra over F ,given the definition of the finite dimensional generalized lie superalgebra S(n) and proved some properties of S(n).

Key concepts: Lie superalgebra, Supermatrix, Pure mathematics, Mathematics, Field (mathematics), Algebra over a field, Affine Lie algebra, Current algebra

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