1) pth moment functional instablility
p阶矩泛函不稳定
2) p-moment exponential stability
p阶矩指数稳定
1.
Then, some sufficient conditions for p-moment exponential stability and almost surely exponential stability of the trivial solution to the systems are presented, in which $dV(t,x(t))dt$ isn t required to be negative definite.
该文首先给出了具有随机脉冲时刻影响的非线性微分系统模型,然后得到了该模型零解的p阶矩指数稳定和几乎必然指数稳定的充分条件,在所得结果中不要求dV(td,tx(t))定负。
3) p-th moment exponential stability
p-阶矩指数稳定
1.
A sufficient condition ensuring p-th moment exponential stability of the stochastic Cohen-Grossberg neural networks with time-varying delays is obtained by establishing an L-operator inequality and using stochastic analysis technique.
通过建立L算子不等式,利用随机分析技巧得到了变时滞随机Cohen-Grossberg神经网络的p-阶矩指数稳定的一个充分条件,并给出实例进行了说明。
4) p-moment stability
p阶矩稳定性
1.
p-moment stability of stochastic impulsive differential equations and impulsive synchronization of Lorenz system excited by parameter white-noise
随机脉冲微分方程的p阶矩稳定性和参激白噪声作用下Lorenz系统的脉冲同步
5) pth moment exponential stability
p阶矩指数稳定性
1.
This paper studies the pth moment exponential stability of neutral stochastic functional differential equations with jumps.
本文研究了带跳中立型随机泛函微分方程的p阶矩指数稳定性,通过构造Lya-punov函数,运用分析的技巧得到了p阶指数稳定的准则。
6) unstable type functional differential equations
不稳定型泛函微分方程
1.
Through presenting a reverse evidence,point out the error of a result about classification for nonoscillatory solutions of unstable type functional differential equations in the book of "Oscillation Theory for Functional Diffevential Equations".
通过列举反例 ,指出《Oscillation Theory of Functional Differential Equations》一书中关于不稳定型泛函微分方程 ( x( t) -px( t-r) )′-q( t) x( g( t) ) =0 , t≥t0非振动解分类结果的错误 。
补充资料：后矩
1.后世的法度。
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