1) Κ-cxponential stable
Κ-指数稳定
2) exponential stability
指数稳定
1.
Exponential Stability of Hopfield neural networks;
Hopfield神经网络的指数稳定性
2.
Global exponential stability of cellular neural networks with input vector;
输入向量控制细胞神经网络全局指数稳定
3.
Exponential Stability of Fuzzy BAM Neural Networks with Distributed Delay;
具分布时滞模糊BAM神经网络的指数稳定性
3) exponential stabilization
指数稳定
1.
Robust H_∞ reliable control with exponential stabilization for uncertain delay systems against sensor failure;
传感器失效不确定时滞系统指数稳定H_∞可靠控制
2.
Reliable control with exponential stabilization for uncertain delay systems against sensor failure;
传感器失效不确定时滞系统指数稳定可靠控制
3.
Guaranteed cost reliable control with exponential stabilization for uncertain time-varing delayed systems;
不确定时滞系统的指数稳定保代价可靠控制
4) exponential stable
指数稳定
1.
We generalize the perturbed system for the case when the origin of normal system is exponential stable .
主要讨论了一类扰动系统的指数稳定性问题 。
5) exponentially stable
指数稳定
1.
The exponentially stable of the controller and the tracking error being freely adjusted are proven using Lyapunov stability theory.
运用Lyapunov稳定理论证明这种控制器具有指数稳定的特点,且跟踪误差可以自由调整。
2.
In the paper,beginning from the exponentially stable character of nomind system,a lyapunov function will be applied to perturbed system.
本文从正常系统的指数稳定性入手 ,将正常系统Lyapunov函数应用到扰动系统 ,即对Lyapunov函数沿扰动系统的轨线方向求导 ,并在假定扰动项满足一定的条件下来研究扰动系统在平衡点处的稳定性问题 ,且将满足的条件减弱 ,使对应的扰动系统在平衡点处仍是指数稳定
3.
For linear switched system with observable subsystems,by constructing error systems,observer matrices can be designed to make the error systems exponentially stable for any given switching law.
对于线性切换系统,在每个子系统能观的前提下,通过建立误差系统,在任意的切换信号下,都可找到观测器矩阵使其误差系统指数稳定。
6) stability index
稳定指数
补充资料：三丁氧基(2,4-戊二酮根合-κO,κO')-锆
CAS：85626-36-4
中文名称：三丁氧基(2,4-戊二酮根合-κO,κO')-锆
英文名称：tributoxy(2, 4-pentanedionato-.kappa.O, .kappa.O')-Zirconium； Zirconium,tributoxy(2,4-pentanedionato-.kappa.O,.kappa.O')-
中文名称：三丁氧基(2,4-戊二酮根合-κO,κO')-锆
英文名称：tributoxy(2, 4-pentanedionato-.kappa.O, .kappa.O')-Zirconium； Zirconium,tributoxy(2,4-pentanedionato-.kappa.O,.kappa.O')-
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条