不可求长的可闭曲线上Riemann边值问题

The Riemann Boundary Value Problems on the closable curve of irrectify

本文研究了超解析函数在不可求长的可闭曲线上的Riemann边值问题,得到了问题一般解的表示式和可解的充要条件.

In this paper, the Riemann boundary value problems in irrectif iable Jordan open Curve which can be closed lor hyperanalytic function are discussed. We have established a representative of the general Solution of the Riemaun problem, and found necessary and suffieient Conlitions for the Solvability of the above boundary value problems.