【摘要】 研究开口弧段Γ上双解析函数的Riemann边值问题与封闭的Lyapunov曲线L上双解析函数的Hilbert边值问题复合而成的一般复合边值问题,利用消去法换元把问题转化为Hilbert边值问题加以求解,并得到具体的解.更多还原

【Abstract】 The Riemann-Hilbert compound problem for bianalytic functions,namely the Riemann boundary value problem for an open arc Γ and the Hilbert boundary value problem for closed Lyapunov curve L compound,is considered and solved. Using the method of solution is to eliminate the "Riemann part" of the problem at first. Then,the problem is reduced to Hilbert problem. Thus the related conditions of solvability and general solution are abtained.更多还原