论文标题
分化操作员在整个功能空间上的扩展特征器的超级环境特性
Supercyclic properties of extended eigenoperators of the differentiation operator on the space of entire functions
论文作者
论文摘要
在整个功能H（c）的空间上定义的连续线性运算符据说是分化操作员d的扩展$ lambda $ eigenoperator d提供了dl = $ lambda $ ld。在这里，我们完全表征了D的扩展$ lambda $ eigenoperator d是超级环保的，它具有超环状子空间或具有超级环保子空间。
A continuous linear operator L defined on the space of entire functions H(C) is said to be an extended $lambda$-eigenoperator of the differentiation operator D provided DL = $lambda$LD. Here we fully characterize when an extended $lambda$-eigenoperator of D is supercyclic, it has a hypercyclic subspace or it has a supercyclic subspace.
