摘要
利用初等的方法直接证明了文献[1]中引理2.4的一个特例:Ca,b,c[X,Y,Z]的导子代数由内导子和Dα,β,γ形式的导子生成.
The derivations of the algebra are computed in this paper. Using the elementary method, we directly prove that the Lie algebra of derivations of is generated by the inner derivations and the derivations, which is a special case of Theorem 2.4 in^[4].
出处
《常熟理工学院学报》
2007年第2期15-18,共4页
Journal of Changshu Institute of Technology
关键词
导子代数
内导子
罗朗多项式环
derivation algebra
inner derivations
a ring of Laurent polynomials
