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Asymptotic Stability versus Exponential Stability in Linear Volterra Difference Equations of Convolution Type(The Functional and Algebraic Method for Differential Equations)

机译：卷积型线性Volterra差分方程的渐近稳定性与指数稳定性（微分方程的函数和代数方法）

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Elaydi Saber; Murakami Satoru;
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年度 1996
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1. Stability and asymptotic stability of theta-methods for nonlinear stiff Volterra functional differential equations in Banach spaces [J] . Wen LP, Yu YX, Li SF Journal of Computational and Applied Mathematics . 2009,第2期

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2. Nonlinear stability and asymptotic stability of implicit Euler method for stiff Volterra functional differential equations in Banach spaces [J] . Wen LP, Wang WS, Yu YX, Applied mathematics and computation . 2008,第2期

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3. On the asymptotic stability of linear Volterra difference equations of convolution type [J] . Elaydi S, Messina E, Vecchio A Journal of difference equations and applications . 2007,第12期

机译：卷积型线性Volterra差分方程的渐近稳定性
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

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5. Exponential decay of resolvents of banded matrices and asymptotics of solutions of linear difference equations [D] . Smith, Dale T. 1989

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6. Convergence and stability of the exponential Euler method for semi-linear stochastic delay differential equations [O] . Ling Zhang -1

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7. Asymptotic stability versus exponential stability in linear Volterra difference equations of convolution type [O] . Saber Elaydi, Satoru Murakami 1996

机译：卷积型线性Volterra差分方程的渐近稳定性与指数稳定性
8. Asymptotic Stability Criteria for Linear Systems of Difference-Differential Equations of Neutral Type and Their Discrete Analogues [R] . Slemrod, M., Infante, E. F. 1970

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Asymptotic Stability versus Exponential Stability in Linear Volterra Difference Equations of Convolution Type(The Functional and Algebraic Method for Differential Equations)

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