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Stability analysis of nonlinear Lyapunov systems associated with an nth order system of matrix differential equations

机译：非线性Lyapunov系统的稳定性分析矩阵微分方程的n阶系统

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K. N. Murty; Michael D. Shaw;
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年度 2002
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1. Stability analysis of nonlinear Lyapunov systems associated withannth order system of matrix differential equations [J] . K. N.Murty, Michael D.Shaw International journal of stochastic analysis . 2002,第2期

机译：一阶矩阵微分方程组的非线性Lyapunov系统的稳定性分析
2. Discussions On: 'global Output Stability For Systems Described By Retarded Functional Differential Equations: Lyapunov Characterizations ' And On: 'input-to-output Stability For Systems Described By Retarded Functional Differential Equations' [J] . F. Mazenc European Journal of Control . 2008,第6期

机译：讨论：“由时滞泛函微分方程描述的系统的全局输出稳定性：Lyapunov表征”以及关于：“由时滞泛函微分方程描述的系统的输入到输出稳定性”
3. Cone valued Lyapunov functions and Lipschitz stability of nonlinear systems of differential equations [J] . OlusolaAkinyele International journal of mathematics and mathematical sciences . 1996,第3期

机译：非线性微分方程组的锥值Lyapunov函数和Lipschitz稳定性。
4. Stability and the matrix Lyapunov equation for differential systems with delays [C] . de la Sen, M. . 1992

机译：时滞微分系统的稳定性和矩阵Lyapunov方程
5. Asymptotic Stability of Systems of Coupled Nonlinear Partial Differential Equations arising From Acoustic-Structural and Fluid-Structural Interaction. [D] . Lu, Yongjin. 2012

机译：由声-结构和流体-结构相互作用产生的耦合非线性偏微分方程系统的渐近稳定性。
6. Contribution to Speeding-Up the Solving of Nonlinear Ordinary Differential Equations on Parallel/Multi-Core Platforms for Sensing Systems [O] . Vahid Tavakkoli, Kabeh Mohsenzadegan, Jean Chamberlain Chedjou, 2020

机译：用于加速对照对传感系统并行/多核平台的非线性常微分方程的贡献
7. Stability analysis of nonlinear Lyapunov systems associated with an nth order system of matrix differential equations [O] . K. N. Murty, Michael D. Shaw 2002

机译：非线性Lyapunov系统的稳定性分析矩阵微分方程的n阶系统
8. Lyapunov Functions for a Class of Nth Order Nonlinear Differential Equations [R] . Chen, C. S., Kinnen, E. 1967

机译：一类N阶非线性微分方程的Lyapunov函数

Stability analysis of nonlinear Lyapunov systems associated with an nth order system of matrix differential equations

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