首页> 外文期刊>Cybernetics and Systems Analysis >ANALYSIS OF STABILITY OF STOCHASTIC DYNAMIC SYSTEMS UNDER POISSON PERTURBATIONS. Ⅱ. STABILITY OF SOLUTIONS IN QUADRATIC MEAN OF SYSTEMS OF LINEAR STOCHASTIC DIFFERENTIAL EQUATIONS UNDER POISSON PERTURBATIONS
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ANALYSIS OF STABILITY OF STOCHASTIC DYNAMIC SYSTEMS UNDER POISSON PERTURBATIONS. Ⅱ. STABILITY OF SOLUTIONS IN QUADRATIC MEAN OF SYSTEMS OF LINEAR STOCHASTIC DIFFERENTIAL EQUATIONS UNDER POISSON PERTURBATIONS

机译:泊松摄动作用下随机动力系统的稳定性分析。 Ⅱ。泊松扰动线性随机微分方程组二次均值解的稳定性。

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摘要

Necessary and sufficient conditions of asymptotic stability in quadratic mean are obtained for trivial solutions of systems of linear stochastic differential equations under Poisson perturbations. Model problems are analyzed.
机译:对于泊松摄动下的线性随机微分方程组的平凡解,获得了二次均值渐近稳定的充要条件。分析模型问题。

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