论文标题
加权组成，伏特拉和整体操作员在强大的Zygmund型空间
Weighted composition, Volterra and Integral operators on Hardy Zygmund-type spaces
论文作者
论文摘要
在本文中，我们研究了第二个衍生性耐寒空间的加权组合物，伏击和积分算子。将使用耐力空间上的界限给出一些对操作员界限的等效条件。同样，我们给出了加权构图算子的紧凑性的标准。
In this paper, we investigate weighted composition, Volterra and Integral operators on second derivative Hardy spaces. Some equivalent conditions for boundedness of the operators will be given using the boundedness on the Hardy spaces. Also we give a criteria for compactness of weighted composition operators.
