线性积分方程使用可细分函数的逼近解(英文)

Approximating the Solutions of Linear Integral Equations Using Refinable Functions

提供了计算线性积分方程逼近解的一个高精度方法，这个方法当精确解是Ｃ６时产生Ｏ（ｈ４）甚至Ｏ（ｈ６）的逼近度。

A high accuracy method to compute approximate solutions of linear integral equations is proposed. This method produces O(h 4) or even O(h 6) approximations provided that the exact solution is C 6 and all the functions in equation are smooth enough.