论文标题
新伯格曼内核的零
Zeros of new Bergman kernels
论文作者
论文摘要
在本文中，我们明确确定与新伯格曼空间$ \ MATHCAL A_ {α，β}^2（\ Mathbb d）$最近考虑的新伯格曼空间相关的内核$ \ mathbb k_ {α，β} $。然后，我们研究这些内核的零的分布，基本上是当$α\ in \ mathbb n $中，其中零是由真实多项式$ q_ {α，β} $的零给出的。在整个论文中给出了一些数值结果。
In this paper we determine explicitly the kernels $\mathbb K_{α,β}$ associated with new Bergman spaces $\mathcal A_{α,β}^2(\mathbb D)$ considered recently by the first author and M. Zaway. Then we study the distribution of the zeros of these kernels essentially when $α\in\mathbb N$ where the zeros are given by the zeros of a real polynomial $Q_{α,β}$. Some numerical results are given throughout the paper.
