On the uniform ultimate boundedness of solutions of a class of nonstationary systems of difference equations

机译：一类差分方程非平稳系统解的一致最终有界性

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In this paper, sufficient conditions of the uniform ultimate boundedness of solutions for a class of non-stationary systems of difference equations are derived. To obtain these conditions, the Lyapunov direct method is used.

机译：本文给出了一类差分方程非平稳系统解的一致最终有界性的充分条件。为了获得这些条件，使用了Lyapunov直接方法。

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来源
《2015 International Conference "Stability and Control Processes" in Memory of V.I. Zubov》|2015年|34-36|共3页
会议地点 Saint Peterburg(RU)
作者
Voloshin Mikhail V.;
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St. Petersburg State Univ., St. Petersburg, Russia;

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正文语种 eng
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入库时间 2022-08-26 13:57:43

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专利

1. Stability analysis and uniform ultimate boundedness control synthesis for a class of nonlinear switched difference systems [J] . Aleksandrov A., Chen Y., Platonov A., Journal of difference equations and applications . 2012,第9a10期

机译：一类非线性切换差分系统的稳定性分析和统一极限有界控制综合
2. Stability analysis and uniform ultimate boundedness control synthesis for a class of nonlinear switched difference systems [J] . Alexander Aleksandrova* Yangzhou Chenb Alexey Platonova, Liguo Zhangb Journal of Difference Equations and Applications . 2012,第9期

机译：一类非线性切换差分系统的稳定性分析和统一极限有界控制综合
3. Uniform ultimate boundedness of nonlinear nonstationary systems [J] . Aleksandrov A.Y., Zhabko A.P. Vestnik, St. Petersburg University. Mathematics . 2013,第3期

机译：非线性非平稳系统的一致最终有界性
4. On the uniform ultimate boundedness of solutions of a class of nonstationary systems of difference equations [C] . Voloshin Mikhail V. International Conference on "Stability and Control Processes" in Memory of V.I. Zubov . 2015

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5. Global behavior of solutions to a class of second-order rational difference equations. [D] . Basu, Sukanya. 2009

机译：一类二阶有理差分方程解的整体行为。
6. Boundedness persistence and stability for classes of forced difference equations arising in population ecology [O] . D. Franco, C. Guiver, H. Logemann, -1

机译：人口生态学中强迫差分方程类的有界性持久性和稳定性
7. Uniform Ultimate Boundedness of Limiting Equations in Retarded System (Qualitative Theory of Solutions in Functional Differential Equations) [O] . KATO JUNJI 1981

机译：时滞系统极限方程的一致最终有界性（泛函微分方程解的定性理论）。

On the uniform ultimate boundedness of solutions of a class of nonstationary systems of difference equations

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