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Spline Iterative Method for Pantograph Type Functional Differential Equations

机译:受电弓型泛函微分方程的样条迭代法

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摘要

Initial value problems and two-point boundary value problems for nonlinear pantograph type differential equations are investigated by presenting a new iterative numerical method based on constructing a sequence of splines that converges to the solution. The convergence of the method was proved by providing an error estimate and is tested on some numerical experiments.
机译:通过提出一种新的迭代数值方法,在构造收敛到解的样条序列的基础上,研究了非线性缩放类型微分方程的初值问题和两点边值问题。通过提供误差估计证明了该方法的收敛性,并在一些数值实验中进行了测试。

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