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Blockwise estimate of the fundamental matrix of linear singularly perturbed differential systems with small delay and its application to uniform asymptotic solution

机译：线性奇摄动时滞微分系统基本矩阵的块估计及其在一致渐近解中的应用。

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Glizer Valery Y.;
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年度 2003
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1. Blockwise estimate of the fundamental matrix of linear singularly perturbed differential systems with small delay and its application to uniform asymptotic solution [J] . Glizer VY. Journal of Mathematical Analysis and Applications . 2003,第2期

机译：线性奇摄动时滞微分系统基本矩阵的块估计及其在一致渐近解中的应用。
2. ASYMPTOTICS OF THE SOLUTIONS OF BOUNDARY-VALUE PROBLEMS FOR LINEAR SINGULARLY PERTURBED SYSTEMS OF DIFFERENTIAL EQUATIONS IN THE CASE OF MULTIPLE SPECTRUM OF THE BOUNDARY MATRIX [J] . M. B. Vira Journal of Mathematical Sciences . 2020,第3期

机译：在边界矩阵多频谱的情况下，差分方程线性奇异扰动系统的边值问题解的渐近性。
3. ASYMPTOTICS OF THE GENERAL SOLUTION OF LINEAR SINGULARLY PERTURBED SYSTEMS OF HIGHER-ORDER DIFFERENTIAL EQUATIONS WITH DEGENERATION IN THE CASE OF MULTIPLE SPECTRUM OF THE LIMITING MATRIX PENCIL [J] . S. P. Pafyk, V. P. Yakovets Journal of Mathematical Sciences . 2016,第3期

机译：极限矩阵铅笔在多谱情况下退化的高阶微分方程线性奇摄动系统的一般解的渐近性
4. A Parameter-Uniform First Order Convergent Numerical Method for a System of Singularly Perturbed Second Order Delay Differential Equations [C] . Manikandan Mariappan, John J.H. Miller, Valarmathi Sigamani International conference on spectral and high order methods . 2015

机译：奇摄动二阶时滞微分方程组的参数一致一阶收敛数值方法
5. Existence and asymptotic analysis of solutions of singularly perturbed boundary value problems. [D] . Sadhu, Susmita. 2011

机译：奇摄动边值问题解的存在性与渐近分析。
6. The Asymptotic Solutions for a Class of Nonlinear Singular Perturbed Differential Systems with Time delays [O] . Han Xu, Yinlai Jin -1

机译：一类时滞非线性奇摄动微分系统的渐近解。
7. Asymptotic stability of the solutions of a linear singularly perturbed system with unbounded delay [O] . Voulov H.D, Bainov D.D 1991

机译：具有无穷时滞的线性奇摄动系统解的渐近稳定性

Blockwise estimate of the fundamental matrix of linear singularly perturbed differential systems with small delay and its application to uniform asymptotic solution

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