Critical Case of Multiple Pairs of Pure Imaginary Roots of a Nonautonomous Essentially Nonlinear Differential System

I. Vitrichenko.

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Critical Case of Multiple Pairs of Pure Imaginary Roots of a Nonautonomous Essentially Nonlinear Differential System

机译：非自治本质非线性微分系统的多对纯虚数根的临界情况

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《Memoirs on Differential Equations and Mathematical Physics 》 |1997年第1期| 共5页
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I. Vitrichenko.;
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1. Critical Case of Multiple Pairs of Pure Imaginary Roots of a Nonautonomous Essentially Nonlinear Differential System [J] . I. Vitrichenko. Memoirs on Differential Equations and Mathematical Physics . 1997 ,第5期

机译：非自治本质非线性微分系统的多对纯虚数根的临界情况
2. Critical Case of Multiple Pairs of Pure Imaginary Roots of a Nonautonomous Essentially Nonlinear n-th Order Equation [J] . I. Vitrichenko. Memoirs on Differential Equations and Mathematical Physics . 1997 ,第1期

机译：一个非自治的基本非线性n阶方程的纯虚部对的临界情况
3. Asymptotic behavior of solutions of a nonlinear system in the critical case of q pairs of purely imaginary eigenvalues [J] . V. Grushkovskaya, A. Zuyev Nonlinear Analysis: An International Multidisciplinary Journal . 2013 ,第Null期

机译：q对纯虚特征值对的临界情况下非线性系统解的渐近行为
4. New perspectives on criticality of multiple identical imaginary roots (MIR) in time-delayed systems [C] . Ryan Jenkins, Nejat Olgac Annual American Control Conference . 2018

机译：时滞系统中多个相同虚部（MIR）的临界度的新观点
5. On the Pairing Between Zeros and Critical Points of Random Polynomials With Independent Roots [D] . Williams, Noah. 2019

机译：具有独立根的随机多项式的零和临界点之间的配对
6. Testing Nelder-Mead Based Repulsion Algorithms for Multiple Roots of Nonlinear Systems via a Two-Level Factorial Design of Experiments [O] . Gisela C. V. Ramadas, Ana Maria A. C. Rocha, Edite M. G. P. Fernandes -1

机译：通过两级因子设计的实验来测试基于Nelder-Mead的非线性系统多根斥力算法
7. Stability in the critical case of purely imaginary roots for neutral functional differential equations [O] . Hausrath Alan R 1973

机译：中立型泛函微分方程在纯虚根临界情况下的稳定性
8. Representation of Zero Curvature for the System of Essentially Nonlinear Partial Differential Equations X/sub alpha /,Z Z-Bar = exp(Kx)/sub alpha / and Its Integrability [R] . Leznov, A. N., Saveliev, M. V. 1979

机译：基本非线性偏微分方程组零曲率的表示X / sub alpha /，Z Z-Bar = exp（Kx）/ sub alpha /及其可积性

Critical Case of Multiple Pairs of Pure Imaginary Roots of a Nonautonomous Essentially Nonlinear Differential System

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