On asymptotic equivalence of the solutions of some volterra difference equations

V. B. Kolmanovskii

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On asymptotic equivalence of the solutions of some volterra difference equations

机译：Volterra差分方程解的渐近等价性

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摘要

Conditions for boundedness, stability in the first approximation, and asymptotic equivalence of the solutions of discrete-time Volterra equations were presented.

机译：给出了离散时间Volterra方程解的有界性，一阶逼近的稳定性和渐近等式的条件。

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《Automation and Remote Control》 |2001年第4期|共9页
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V. B. Kolmanovskii;
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1. On asymptotic equivalence of the solutions of some volterra difference equations [J] . V. B. Kolmanovskii Automation and Remote Control . 2001,第4期

机译：Volterra差分方程解的渐近等价性
2. Asymptotics of Solutions of Volterra Integral Equations with Difference Kernel [J] . M. S. Lobanova, Z. B. Tsalyuk Mathematical notes . 2015,第3a4期

机译：具有差分核的Volterra积分方程解的渐近性。
3. ON THE EXISTENCE OF WEIGHTED ASYMPTOTICALLY CONSTANT SOLUTIONS OF VOLTERRA DIFFERENCE EQUATIONS OF NONCONVOLUTION TYPE [J] . Ewa Schmeidel, Karol Gajda, Tomasz Gronek Discrete and continuous dynamical systems . 2014,第8期

机译：非卷积型Volterra差分方程的加权渐近常解的存在性
4. On asymptotic stability of linear stochastic Volterra difference equations with respect to a fading perturbation [C] . John A. D. Appleby, Markus Riedle, Alexandra Rodkina International Workshop on Automata, Formal Languages and Algebraic Systems . 2010

机译：关于线性随机Volterra差分方程关于褪色扰动的渐近稳定性
5. Method of averaging in constructing asymptotics of solutions of systems of linear difference equations. [D] . Bourd, Alexei. 2003

机译：构造线性差分方程组解的渐近性的平均方法。
6. ASYMPTOTIC BEHAVIOR AND PERIODIC SOLUTIONS OF A NONLINEAR DIFFERENTIAL-DIFFERENCE EQUATION [O] . G. Stephen Jones 1961

机译：非线性微分方程的渐近行为和周期解
7. Asymptotically almost periodic solution to a class of Volterra difference equations [O] . 2012

机译：一类Volterra差分方程的渐近概周期解。
8. Asymptotic Behaviour of Positive Solutions of Nonlinear Volterra Equations for Heat Flow [R] . Clement, P., Nohel, J. A. 1980

机译：热流非线性Volterra方程正解的渐近性

On asymptotic equivalence of the solutions of some volterra difference equations

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