基于Mathematica求解时滞方程

Solving Delay Differential Equations with Mathematica

结合具体的例子,主要介绍了运用Mathematica7求解时滞微分方程的方法,以及如何通过软件探讨时滞方程数值解对初始函数的敏感性与由于时滞的增加引起解的变化.

To combination the concrete examples, this paper mainly introduces the methods to solve the numerical solution of delay differential equations with Mathematica7 Soft , and how to study the sensitivity of Numerical Solution of DDEs to the history functions, the variety of solutions because of the delay changing by Soft.