论文标题
集成运营商在Hörmander代数和Korenblum型空间上不变子空间
Invariant subspaces of the integration operators on Hörmander algebras and Korenblum type spaces
论文作者
论文摘要
我们描述了集成运算符的适当闭合不变子空间，当它连续作用于单位盘或复杂平面上的全态函数的加权Banach空间的可计数交叉点和可计数的工会。应用于整个功能的Korenblum类型空间和Hörmander代数的应用。
We describe the proper closed invariant subspaces of the integration operator when it acts continuously on countable intersections and countable unions of weighted Banach spaces of holomorphic functions on the unit disc or the complex plane. Applications are given to the case of Korenblum type spaces and Hörmander algebras of entire functions.
