论文标题
关于加权版本的suta猜想的评论，用于更高衍生品
A remark on a weighted version of Suita conjecture for higher derivatives
论文作者
论文摘要
在本文中，我们考虑了在加权版本的Suita猜想中持有平等的点集，以构想更高的衍生品，并在集合与整数符号值之间的关系（也许是多价值）之间的关系。对于以有限的分析封闭曲线为界的平面域，我们给出了集合问题和迪尔奇问题之间的关系。
In this article, we consider the set of points for the holding of the equality in a weighted version of Suita conjecture for higher derivatives, and give relations between the set and the integer valued points of a class of harmonic functions (maybe multi-valued). For planar domains bounded by finite analytic closed curves, we give relations between the set and Dirichlet problem.
