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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

By introducing a weight function, a best extension of Hilbert integral inequlity and the reverse form are given. The constant factor of the two inequalities is proved to be the best.

引入单参数及估算权函数,给出一个核为-λ齐次的新的Hilbert型积分不等式及与之对应的逆向积分不等式,并证明这两个不等式的常数因子是最佳的。

The chord-integral inequalities are the development and summary of isoperimetric inequalities and the important contents of integral geometry and related disciplines.

弦幂积分不等式是等周不等式的发展和概括,是积分几何和相关学科研究的重要领域。

The classical Poincaré s inequality plays a very important role in stability theory as well as in some other areas. It is widely used in academic research. For instance, the Poincarés integral inequality plays a pivotal role in the Arnolds non-linear stability theory.

在很多问题的研究中,经典的Poincaré不等式是一个非常重要的工具,用这个经典不等式作为研究问题的工具非常普遍,如Poincaré积分不等式在Arnold的非线性稳定性理论中起着关键性的作用。

In this paper, we generalized the reverse Shebyshev inequality and obtained the integral inequality of two vector function s, whose monotone of correspondence elements is reverse.

推广了反向Chebyshev不等式,得到了对应分量的单调性相反的连续向量函数的积分不等式和模的单调性相反的连续向量函数的积分不等式

By solving theintegral inequality without impulses on each interval between two adjacent impulsive points, the solution of impulsive integral inequality is obtained step by step.

讨论了一个一般的脉冲积分不等式,利用两个邻近脉冲点间每个小区间上无脉冲积分不等式的解,一步步导出了脉冲积分不等式的解。

The stability of Lurie type control systems with multiple time-delays and nonlinearities is considered. Based on the Lyapunov stability theory, using an improved new integral inequality and the method of linear matrix inequality, a refined method called the integral inequality approach is presented.

为了研究具有非线性干扰项的多时滞Lurie控制系统的稳定性问题,依据Lyapunov稳定性理论,利用线性矩阵不等式方法,通过一个改进的新积分不等式,给出了一个新的判断系统稳定的新方法―积分不等式法。

By solving the interval inequality without impulses on each interval between two adjacent impulsive points, the solution of impulsive integral inequality is obtained step by step.

讨论了一个一般的脉冲积分不等式,利用两个邻近脉冲点间每个小区闭上无脉冲积分不等式的解,一步步导出了脉冲积分不等式的解。

Here, we will try our best to use the unit-speed outward normal flow to prove this result, and therefore to strengthen Gage's inequality as a more "" isoperimetric-type"" inequality. It will be the main task of the first part of the present thesis.

这是本文第一部分的主要任务,在这里我们还利用Minkowski支撑函数将Gage不等式叙述成一个积分不等式,这可以视为Gage不等式的分析形式。

Since there is natural different of the kinematic density formula for pairs of intersecting lines in two-dimensional surface and three-dimensional space, the inequalities for double chord-power integrals have studied from two side of two-dimensional surface and three-dimensional space using chord-power intergral inequality. Schwarz inequality. Holder inequality and so on.

由于二维平面和三维空间上的相交直线偶的运动不变密度公式有着本质的不同,本文从二维平面和三维空间两个角度,利用弦幂积分不等式,Schwarz不等式,Holder不等式等不等式分别得到了一系列双弦幂积分不等式

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