论文标题
超级投入和谎言超级级别的线性超级公认地图
Super-Biderivations and Linear Super-Commuting Maps on the Lie Superalgebras
论文作者
论文摘要
假设基地磁场是代数封闭的，并且具有不同的特征。在本文中，我们描述了线性超级共同指示图，超级投入和质心之间的固有连接，用于满足某些假设的超级级别。这是对BRE $ \ check {s} $ ar和Zhao在Lie代数上的结果的概括。
Suppose the ground field is algebraically closed and of characteristic different from 2. In this paper, we described the intrinsic connections among linear super-commuting maps, super-biderivations and centroids for Lie superalgebras satisfying certain assumptions. This is a generalization of the results of Bre$\check{s}$ar and Zhao on Lie algebras.
