摘要
本文研究中立型泛函微分方程的一类分块算法,讨论了收敛性证明和迭代计算格式,还给出了一个模拟计算的数值例子。这类分块算法可以很容易地被改造为并行算法。
In this paper a class of block-by-block methods is discussed for the numerical solutions of volterra functional differential equations of neutral type.The proof of the convergence and the iterative computing scheme were given.At the last a simulative calculation was done.Especially,this class of methods can easily be adjusted as parallel algorithms.
出处
《广西大学学报（自然科学版）》
CAS
CSCD
1990年第3期32-37,共6页
Journal of Guangxi University（Natural Science Edition）
关键词
中立型泛函微分方程
分块算法
迭代计算格式
并行算法
volterra functional differential equations of
neutral type
block-by-block methods
iterative computing scheme
parallel algorithms
