条件不等式

再论铰链四杆机构曲柄存在条件不等式

Another Discussion on the Existence of Conditional Inequality in the Crank of Hinged Four-Bar Linkage Mechanism

利用平均值不等式，得到高次齐次函数的若干条件不等式，推广了低次齐次函数的相关结果。

In this paper , we through the example introduce some applications of the mean value inequality in mathematical analysis .

向量值鞅变换算子加权条件矩不等式及其应用

Weighted Moment Inequalities of Vector Valued Martingale Transform Operators and its Application

集值条件期望不等式及其应用

The Inequalities on Set-Valued Conditional Expectation and Tts Applications

分析并给出了无源滤波器优化设计问题的数学描述，由此得出等式约束条件和不等式约束条件并构造出适应度函数。

Mathematical description , conditions of equality constraints , inequality constraints and fitness function of passive filter optimization method were given .

然后，根据离散变结构控制系统的离散趋近律到达条件和不等式到达条件，研究相应的两类离散变结构控制律设计方法：离散趋近律法和选择增益法。

Based on the discrete asymptotic law reaching condition and inequality reaching condition of DVSC , the corresponding DVSC asymptotic law designing method and DVSC selective gain designing method are studied .

引入了一类广义Leontief条件投入产出不等式，并提出了被称作点态可解性及下（最大下）特征值的两个相关问题。

A class of generalized Leontief conditional input-output inequality is introduced , and two corresponding questions claimed by the pointwise solvability and lower ( maximal , lower ) eigenvalue are also presented .

利用条件极值证明不等式

Proof of two inequalities by means of conditional extremum

条件极值与不等式的证明

Conditional Extremum and Proof of Inequality

更精确地说，我们可以从经典的Lyapunov条件直接推出泛函不等式。

More precisely , we can derive functional inequalities directly from the classic Lyapunov conditions .

然后给出一个无约束条件的Haynsworth矩阵不等式的在半正定Hermitian矩阵的推广形式。

Second , an unconditional Haynsworth matrix inequality for positive semidefinite Hermitian matrix is presented .

利用无约束条件的线性矩阵不等式（LMI）研究了W问题和P问题，而后者的解可用来设计静态输出反馈（SOF）镇定控制。

In this paper , a linear matrix inequality ( LMI ) approach without constraints is developed to solve W and P problems , which are related to designing static output feedback ( SOF ) stabilization controls for linear systems .

利用Lyapunov方法给出了系统在无限扇形角内绝对稳定的时滞相关准则，所给的判定条件是线性矩阵不等式（LMI）形式的，可以很方便地运用Matlab工具箱求解。

Using Lyapunov method , a delay-dependent criterion for absolute stability of the systems in infinite sector is given . The proposed condition is in terms of a linear matrix inequality ( LMI ) which can be easily solved by Matlab toolbox .

鞅变换的Δ~2-条件的Φ-不等式

Δ ~ 2 - Condition Φ - Inequalities for Martingale Transforms

其次，在本章第三节介绍了约束条件下矩阵迹不等式及其统计应用。

Secondly , in section II of this chapter , we introduce the inequalities of Hermitian matrix trace with constrained condition and its application in statistics .

对中立型Lurie不确定控制系统的鲁棒绝对稳定性进行了分析，利用Lyapunov方法得到了系统绝对稳定的时滞相关充分条件，该充分条件用两个不等式表示。

Absolute robust stability analysis for neutral type Lurie uncertain control systems is made by using Lyapunov method , a time delay dependent sufficient condition for the absolute stability of the systems is obtained , which is expressed by two inequalities .