第一类Fredholm积分方程的代数解

The Algebraic Solution of The Fredholm Integral Equations of The First Kind

本文针对第一类Fredholm积分方程的数值求解问题,提出了一种代数解法。给出了代数精度的概念及代数解的截断误差估计。应用算例的结果表明,本文的方法是可行的。

In this paper, a type of algebraic solution is presented in accordance with the nurnercal solving problems of the Fredholm integral equations of the the first kind. The concept of the algebraic precision and the estimate of cutting error of the algebraic solution are given. And the certain applied examples of the algebraic solution are given also.