几类卷积型方程归结为Riemann边值问题的解法

A Methods Based on the Riemann Boundary Problem for the Solution of Some Kinds of Convolution Integral Equations

本文通过 Fourier 变换,把几类卷积型积分方程化为 Riemann 边值问题,并给出其精确解。

In this paper,some kinds of convolution integral equations were changed into the Riemann Boundary Problem by means of Fourier transforms,and their precise solutions were given.