摘要
讨论了Banach空间中非线性刚性延迟微分方程线性多步法的稳定性.对应用于Banach空间中试验问题类D(α,λ~*,β)和D(α,λ~*,δ,β)的一类线性多步法,获得其在无限时间区间的稳定性结果.
This paper is devoted to a study of nonlinear stability properties of a class of linear multistep methods when applied to nonlinear stiff delay differential equations in Banach spaces. For the test problem classes D（α,λ＊,β） and D（α,λ＊,δ,β） in Banach spaces, a series of new stability results, which are independent of the length of time interval, are obtained.
出处
《喀什大学学报》
2017年第3期12-16,共5页
Journal of Kashi University
基金
福建省教育厅科技资助项目(JAT160593)
