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In the present literatures,it is a good method that studing the differentialequations with delays by the bifurcation theory.

从目前的研究文献来看,应用分支理论研究含时滞的微分方程是体现这种影响的一种较好的研究方法。

In this work, we mainly study the numerical analysis of bifurcation theory, especiallythe numerical computation of Takens-Bogdanov point in delay differential equations.

本文中,我们主要考虑分支理论的数值方法,具体而言,时滞微分方程中Takens-Bogdanov点的数值计算方法。

Retarded term; Impulsive term; Integral inequality; Nonlinear equation; Volterra inequality; Bihari inequality

时滞项;脉冲项;积分不等式;非连续函数; Volterra型不等式; Bihari型不等式

The uncertain parameters are supposed to belong to a given convex bounded polyhedral domain, entering into all the matrices of the system state-space model.

所研究的对象是同时具有状态时滞和多面体不确定性的离散时间系统。

Second, the robust stability is considered for a class of time-delay Hamiltonian systems which possesse time-invariant uncertainties belonging to some convex bounded polytypic domain.

讨论了一类不确定时滞哈密顿系统的稳定性,这类系统的结构矩阵含有属于某些凸有界多项域的时不变不确定性。

The interconnections were assumed to satisfy the match condition and be bounded by a linear function of delayed states with unknown gains.

研究了一类含变时滞互联项并同时具有匹配和不匹配不确定性的大系统的分散自适应控制问题。

The purpose of this paper is to prove the existence of non-oscillatory solutions to second-order neutral time-lag differential equation with positive/negative coefficient by using contraction-image principle through defining an operator from a bounded,closed,and convex subset into Banach space.

通过定义有界闭凸子集到B anach空间上的一个算子,应用压缩映像原理讨论了带有正负系数的二阶中立型时滞微分方程非振动解的存在性,得到该方程非振动解存在的一个充分条件。

In this paper, we discuss uniform boundedness and uniform ultimate boundedness of differential systems with infinite delay.

研究了非线性无穷时滞微分系统解的一致有界性和一致最终有界性。

In this paper, the boundedness of the solutions to neutral functional differential equations with finite delay has been studied.

本文研究了具有有限时滞中立型泛函微分方程解的有界性问题,得到了方程解的指数渐近稳定性蕴涵有界解的存在性的新的结

In this paper, the effect of delay in the supply chain to the bullwhip effect is researched.

研究供应链中时滞对长鞭效应的影响。

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