论文标题
坚固的cauchy在加权的聚伯格曼空间上转变
Solid Cauchy transform on weighted poly-Bergman spaces
论文作者
论文摘要
考虑了所谓的加权实心cauchy变换，从单位盘内部到其闭合的补充，并研究了其基本特性，例如界限，以进行适当的概率度量。明确计算了光盘多项式的动作，并用于描述其对加权真正的多伯格曼空间的限制范围。
The so-called weighted solid Cauchy transform, from inside the unit disc into the complement of its closure, is considered and their basic properties such as boundedness is studied for appropriate probability measures. The action the disc polynomials is explicitly computed and used to describe the range of its restriction on the weighted true poly-Bergman spaces.
