上半平面的Poisson公式的推广

The Generalization of the Poisson Formula on the Upper Half Plane

利用解析开拓和Ｐｌｅｍｅｌｊ公式，将上半平面的Ｐｏｉｓｓｏｎ公式推广到适用于在上半平面无界的函数及在实轴上除了有限个点处有低于一阶的奇异性外为Ｈｏｌｄｅｒ连续的函数。

Using the analytic extention and plemelj formula, we generalize the Poisson formula in the unbouned functions on the upper half plane and the functions of Holder continuous on the real axis except some points at which the function has the strangeness of which order one is lower.