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2008•Journal of Mathematical Research and ExpositionRequires access

Θ-Type Derivation and Derivation Superalgebra of the Finite-Dimensional Modular Lie Superalgebra W(m,n,l,■)

Fang Xiao

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Abstract

In this paper F always denotes a field of characteristic p2.We construct the finite- dimensional modular Lie superalgebra W(m,n,l,■)over a field F,define Θ-type derivation and determine the derivation superalgebra of W(m,n,l,■).

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What this paper is about

In this paper F always denotes a field of characteristic p2.We construct the finite- dimensional modular Lie superalgebra W(m,n,l,■)over a field F,define Θ-type derivation and determine the derivation superalgebra of W(m,n,l,■).

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Available abstract

In this paper F always denotes a field of characteristic p2.We construct the finite- dimensional modular Lie superalgebra W(m,n,l,■)over a field F,define Θ-type derivation and determine the derivation superalgebra of W(m,n,l,■).

Key concepts: Lie superalgebra, Supermatrix, Superalgebra, Mathematics, Type (biology), Pure mathematics, Modular design, Field (mathematics)

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