摘要
本文将文[1 ] 中初值问题条件改造为单边 Lipschitz条件后 ,给出了非线性多延迟微分方程(MDDEs)的单支方法 GAR-稳定的一个充分条件 ,证明了一个强 A-稳定的单支方法是 GAR-稳定的 ,并将文[1 ] 的部分工作推广到了多延迟的情形 。
In this paper, having modified the conditions of the initial system in the thesi s , we gave a sufficient condition of GAR-stable for nonlinear multi-de lays di fferential equations and then, We discuss the case of many delays which depends on the part work in the thesis Huang and gain some similar results.
