About stability of a non-autonomous functional-differential equation affected by perturbations

D. Khusanov

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About stability of a non-autonomous functional-differential equation affected by perturbations

机译：关于受扰动影响的非自主功能微分方程的稳定性

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摘要

A task of stability conservation in a zero solution of a non-autonomous functional-differential equation with a final lag due to perturbations is discussed.

机译：讨论了由于扰动引起的非自主函数微分方程的零解的稳定性保守的任务。

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《Доклады Академии Наук Республики Узбекистан》 |1998年第6期|共3页
作者
D. Khusanov;
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正文语种 rus
中图分类自然科学总论;
关键词
non-autonomous functional-differential equation; perturbations; stability conservation; zero solution;

机译：非自主功能 - 微分方程;扰动;稳定性保护;零解;

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专利

1. About stability of a non-autonomous functional-differential equation affected by perturbations [J] . D. Khusanov Доклады Академии Наук Республики Узбекистан . 1998,第6期

机译：关于受扰动的非自治泛函微分方程的稳定性
2. About stability of a non-autonomous functional-differential equation affected by perturbations [J] . D. Khusanov Доклады Академии Наук Республики Узбекистан . 1998,第6期

机译：关于受扰动影响的非自主功能微分方程的稳定性
3. Global stability and stochastic permanence of a non-autonomous logistic equation with random perturbation [J] . Jiang DQ, Shi NZ, Li XY Journal of Mathematical Analysis and Applications . 2008,第1期

机译：具有随机扰动的非自治Logistic方程的全局稳定性和随机永久性。
4. Asymptotic Behavior of Solution to a Class of Delay Functional-Differential System Modal under Nonlinear Impulsive Perturbations [C] . Xue Yakui, Wang Jianzhong, Jin Zhen International Symposium on Test and Measurement;ISTM/2005 . 2005

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
5. The influence of surface perturbations and laminar separation bubble on boundary layer instability by direct numerical solution of the Navier-Stokes equations. [D] . Elli, Shahram. 1992

机译：通过Navier-Stokes方程的直接数值解，表面扰动和层流分离气泡对边界层不稳定性的影响。
6. A STABILITY THEOREM FOR FUNCTIONAL-DIFFERENTIAL EQUATIONS [O] . Jack K. Hale 1963

机译：泛函微分方程的稳定性定理
7. Perturbations of functional-differential equations with nonuniform stability behavior [O] . Bernfeld Stephen R, Lakshmikantham V, Leela S 1974

机译：具有非均匀稳定性的泛函微分方程的摄动

About stability of a non-autonomous functional-differential equation affected by perturbations

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