本文研究Volterra泛函微分方程(k,P,q)-代数稳定的一般线性方法的稳定性,获得了该类方法的一系列新的稳定性结果.
This paper is concerned with the stability properties of general linear methods wrncn are (k,p, q)- algebrarically stable when applied to initial value problems of nonlinear Volterra functional differential equations. A series of new stability results of general linear methods are obtained.