In this paper, using a generalization of a Richter and Sundbergrepresentation theorem, we give a new characterization of Carleson measures forthe Dirichlet-type space $\mathcal D(\mu)$ when $\mu$ is a finite sum of pointmasses. A reproducing kernel thesis result is also established in this case.
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机译:在本文中,使用Richter和Sundberg表示定理的一般化,我们给出了Dirichlet型空间$ \ mathcal D(\ mu)$的Carleson度量的新表征,当$ \ mu $是点质量的有限总和时。在这种情况下,还建立了一个再生内核论文结果。
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