五邑大学学报(自然科学版)
五邑大學學報(自然科學版)
오읍대학학보(자연과학판)
JOURNAL OF WUYI UNIVERSITY(NATURNAL SCIENCE EDITION)
2013年
2期
1-8
,共8页
二维积分微分方程%初边值问题%Taylor配置解%误差分析
二維積分微分方程%初邊值問題%Taylor配置解%誤差分析
이유적분미분방정%초변치문제%Taylor배치해%오차분석
2-dimensional integral differential equations%initial boundary value problems%Taylor collocation method%error analysis
利用 Taylor 配置方法求解二维 Volterra-Fredholm 型积分微分方程初边值问题,给出了Taylor配置解的求解格式和误差分析结果,并给出了阐述理论分析结果的数值例子.
利用 Taylor 配置方法求解二維 Volterra-Fredholm 型積分微分方程初邊值問題,給齣瞭Taylor配置解的求解格式和誤差分析結果,併給齣瞭闡述理論分析結果的數值例子.
이용 Taylor 배치방법구해이유 Volterra-Fredholm 형적분미분방정초변치문제,급출료Taylor배치해적구해격식화오차분석결과,병급출료천술이론분석결과적수치례자.
An approximate method for solving the initial boundary value problems in 2-dimensional Volterra-Fredholm integral differential equations is presented by using the Taylor collocation method. The solving format and results of error analysis are also obtained and numerical examples for the theoretical analysis results are provided.
