1)  asymptotic stability
时滞渐近稳定
2)  time delay
时滞
1.
Response of nonlinear system to random narrow-band excitation with time delay state feedback;
窄带激励下带有时滞反馈的非线性动力系统的响应
2.
Model predictive control of time delay switched system with certain switching order constrains;
具有确定切换序列约束的时滞切换系统预测控制
3.
Global asymptotic stability for three-species ratio-dependent predator-prey system with time delays;
具时滞的比率型三种群捕食系统的全局渐近稳定性
3)  time-delay
时滞
1.
Robustcontrol for a class of singular systems with time-delay and output of disturbance;
一类带有扰动输出时滞广义系统的鲁棒H_∞控制
2.
H∞Control of SVC in Consideration of Time-delay;
计及时滞影响的静止无功补偿器的H_∞控制
3.
Auto disturbance rejection PID controller for time-delay systems;
时滞对象的自抗扰PID控制
4)  time lag
时滞
1.
Study on system time lag determination computer simulation of high elasticity mandril model saw band machine tensile system(2);
高弹性顶杆式带锯机张紧系统时滞确定的计算机仿真研究(2)
2.
An empirical analysis on the investment time lag involving agricultural research institutes in China;
基于经济增长的农业科研机构投资时滞的实证分析
3.
Stability analysis to uncertain system with input and state time lags;
对带有时滞的不确定系统的稳定性分析
5)  Delay
时滞
1.
Stability of Circadian Pacemaker Model with Delay;
时滞昼夜节律起搏器模型的稳定性分析及仿真
2.
The study for an epidemiological model with distributional delay;
恢复类中具有分布时滞的一类传染病模型研究
3.
Numerical approximation of an n-dimensional BAM neural network model with multi-delays;
时滞BAM神经网络的数值逼近
6)  delays
时滞
1.
Periodic solutions for a class of delays cellular neural networks models with two neurons;
具有两个神经元的时滞细胞神经网络的周期解
2.
Output feedback stabilization criterion for linear systems with multiple delays;
线性多时滞系统输出反馈镇定新判据
3.
Global stability of bidirectional associative memory neural networks with delays;
时滞双向联想记忆神经网络的全局稳定性
参考词条
补充资料:渐近稳定解


渐近稳定解
asymptotically - stable solution

渐近稳定解[asymp咖回ly一stable sduti佣;~"ror卜,ee姗ycro曲,栅e peoe“。el 一个微分方程组的解,它在月刃乃旧oB意义下是稳定的(见加.lyl舰旧稳定性(Lyapunov stability)),并且吸引具有足够接近的初始值的一切其他解.例如,考虑方程组 卒二f(r.,、‘。 a了J、右边的函数f(:,考)对于一切:):,考任R”有定义,并使得方程组(*)的解存在而且是唯一的.这时,方程组(*)的解 x(;,乱),x(:,乱)=老。是渐近稳定解,如果这个解同一切与其足够接近的解 x(:,句,}若一蜀}0,一起对于一切:):有定义,并且对于任意的。>0,存在占,0<占
说明:补充资料仅用于学习参考,请勿用于其它任何用途。