Title: Superderivations for the Lie Superalgebra of Strictly Upper Triangular Matrices over a Commutative Ring
Abstract: Let gl(m,n,R) be the general linear Lie superalgebra consisting of all (m + n) × (m + n) matrices over an arbitrary commutative ring R, N(m,n,R) the subalgebra of gl(m,n,R) consisting of all strictly upper triangular ones. In this paper, we give an explicit description of any superderivations of N(m,n,R).
Publication Year: 2011
Publication Date: 2011-01-01
Language: en
Type: article
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