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一阶中立混合型微分方程振动的四个充要条件
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作者 陈安平 廖六生 《安徽大学学报(自然科学版)》 CAS 1996年第1期14-19,共6页
本文研究中立混合型微分方程 [x(t)tpx(t-τ)]'+q_1x(t-α_1)+q_2x(t+σ_2)=O (1)的振动性,这里p,q_1,q_2,τ,σ_1,σ_2都是正实数。获得了方程(1)振动的四个明确的充要条件.
关键词 中立混合型 振动 微分方程 充要条件
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一阶中立混合型微分方程振动的充分必要条件
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作者 陈安平 廖六生 《郴州师专学报》 1995年第3期40-44,共5页
本文研究中立混合型微分方程的振动性.这里p,q_1,q_2,τ,σ_1,σ_2都是正常数,我们获得了方程(1)振动的明确的充要条件,该条件依据方程的系数与时滞,我们通过若干步计算就能判定方程(1)的振动性,较文献[2]来说更具实用价值和可操作性。
关键词 一阶中立混合型微分方程 振动性 特征方程 特征根 时滞
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ROBUSTNESS OF HYBRID NEUTRAL DIFFERENTIAL SYSTEMS PERTURBED BY NOISE
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作者 ZHOU Shaobo XUE Minggao WU Fuke 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2014年第6期1138-1157,共20页
This paper considers a given neutral functional system under regime switching whose solution grows at most polynomially.Can the system tolerate Brownian noise and colour noise to preserve the polynomial growth if the ... This paper considers a given neutral functional system under regime switching whose solution grows at most polynomially.Can the system tolerate Brownian noise and colour noise to preserve the polynomial growth if the system is subject to another environment noise? The answer is positive.This paper shows that environmental noise and regime switching work together to make the original neutral differential system whose solution grows at most polynomially become a new neutral functional differential system whose solution will still preserve polynomial growth.This indicates that this neutral functional differential system can tolerate small noise without losing the property of polynomial growth,which implies robustness.This paper also proves that the criterion is suitable to neutral delay system which is as a special case of functional system.Finally,two examples are given to illustrate the main theory. 展开更多
关键词 Hybrid system polynomial growth ROBUSTNESS stochastic perturbation.
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