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1)  Singular difference (differential) inequality
广义差分(微分)不等式
2)  differential difference inequality
微分差分不等式
1.
Based on the differential difference inequality and its related resultS in [1], a unified approach to get boundedness, stability and estimation of asymptotic orders for solutions of time-varying linear delay systems is presented.
基于文[1]中的微分差分不等式和有关结果,用统一的方法得到了有界性和稳定性的充分条件。
3)  generalized variational inequality
广义变分不等式
1.
One generalized variational inequality involving relaxed Lipschitz and relaxed monotone operators;
一类包含松弛Lipschitz算子和松弛单调算子的广义变分不等式
2.
In this paper,we first establish an equivalence between a vector variational inequality problem and a generalized variational inequality problem.
文章首先建立了向量变分不等式与广义变分不等式之间的等价关系,然后利用这个结论,建立了向量变分不等式的Levitin-Polyak适定性与广义变分不等式的Levitin- Polyak适定性之间的等价关系。
3.
Then some fixed point theorems and existence theorem of solution for generalized variational inequality on noncompact general topological spaces as applications are given.
引进没有任何凸结构的拓扑空间上的广义R-KKM映射的定义并利用古典的KKM原理得到一般拓扑空间上的KKM型定理以及若干个变形结果,然后作为应用给出了非紧的拓扑空间上不动点定理和广义变分不等式解的存在性定理。
4)  general variational inequality
广义变分不等式
1.
This paper considers the general variational inequality problems.
考虑了广义变分不等式问题,基于解的充要条件,提出了求解它的一个神经网络模型。
5)  generalized variational inequalities
广义变分不等式
1.
The existence and uniqueness of solutions of generalized variational inequalities arising from elasticity with friction, which is equivalent to corresponding elemental problems, is elucidated in detail, and then FEM approximation and discrete methods are proposed.
阐述了等价于摩擦约束弹性力学基本问题的广义变分不等式问题解的存在性和唯一性 ,进而提出广义变分不等式有限元近似及其离散解法·
6)  generalized-variational inequality
广义的广义变分不等式
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