N-解析函数类中的复合型边值问题

Compound Boundary Value Problem for N-Analytic Functions

在N 解析函数类中 ,对于复平面上多连通区域中的内边界Riemann边值问题和外边界的Hibert边值问题作了讨论 ,得到了复合型边值问题在不同情况下的可解性结论 .

The compound boundary value problem in the class of N-analytic functions, which is composed of Riemann's problem defined at inner boundary and Hibert's problem defined X axis as the outer boundary,are discussed. We obtain the various solvability conclusions in the various conditions.