李超三系上带有权λ的广义导子

On generalized derivations of weight λ of Lie supertriple systems

给出了李超三系上带有权λ的广义(θ,φ)-导子和带有权λ的广义Jordan(θ,φ)-导子的定义,得到了李超三系上带有权λ的广义Jordan(θ,φ)-导子是带有权λ的广义(θ,φ)-导子的充分条件,对李超三系上广义导子的相关结果进行了推广.

The concept of gen derivations of weight 2 on a conditions, generalized Jordan λ hence some relevant results eralized （θ, φ）-d Lie supertriple erivation system s of are （θ,φ））-derivations of weight a of generalized derivations of weight λ introduced. are general and λ It is eneralized Jordan （θ, φ）- proved that under some ized （θ, φ）-derivations of weight Lie supertriple are extended.