研究了三角代数上在零点Lie高阶可导映射的结构,证明了三角代数上的每一个零点Lie高阶可导映射可表示为高阶导子与中心值映射之和。
In this note, we study the structure of Lie higher derivable mapping of triangular algebras at zero point, and prove that every Lie higher derivable mapping at zero point is the sum of a higher derivation and a map into its center.