无穷直线上非齐次2阶方程(~2w)/[_Z^(-2)]=f的Riemann边值问题

Riemann boundary value problem of the Inhomogeneous second order equation for (~2w)/[_Z^(-2)]=f on infinite straight line

首先进一步研究了双解析函数的某些性质,然后研究无穷直线上非齐次2阶方程(~2w)/_Z^(-2)=f的Riemann边值问题,给出了它的可解性定理.

This paper discusses some properties of bianalytic functions and studies the Riemann boundary value problem of the Inhomogeneous second order equation for^2w/ ^-2z=f on infinite straight line. The theorems of solvability of the problem areobtained.