论文标题
模型空间中的插值
Interpolation in Model Spaces
论文作者
论文摘要
在本文中，我们考虑在模型空间中的插值，$ h^2 \ aminus b h^2 $，$ b $ a blaschke产品。我们研究了两个序列的插值序列工会，这些序列在伪血液验度度量中彼此远远遥不可及，以及两个在伪毛细血管指标中彼此接近的序列。本文最后讨论了在扰动下霜冻序列的行为。
In this paper we consider interpolation in model spaces, $H^2 \ominus B H^2$ with $B$ a Blaschke product. We study unions of interpolating sequences for two sequences that are far from each other in the pseudohyperbolic metric as well as two sequences that are close to each other in the pseudohyperbolic metric. The paper concludes with a discussion of the behavior of Frostman sequences under perturbations.
