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Asymptotic Behavior of Solution to a Class of Delay Functional-Differential System Modal under Nonlinear Impulsive Perturbations

机译:非线性脉冲摄动下一类时滞微分系统模态解的渐近行为

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In this paper, Impulsive differential system modal in surveyed technology is discussed; asymptotic property of non-oscillatory solution for the sublinear variable delay functional differential systems under nonlinear impulsive perturbation is studied. By using limit process and integration proves it. We obtain sufficient conditions for asymptotic property of the sublinear variable delay functional -differential systems under nonlinear impulsive perturbations.
机译:本文讨论了被测技术中的脉冲微分系统模态。研究了非线性脉冲摄动作用下亚线性可变时滞微分系统的非振动解的渐近性质。通过使用极限过程和集成证明了这一点。对于非线性脉冲摄动,我们获得了亚线性可变时滞泛函微分系统渐近性质的充分条件。

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