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Inversion of higher-order matrix difference and differential equations through their dynamical solutions

机译：通过高阶矩阵差分和微分方程的动力学解求逆

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Claeyssen Julio Cesar Ruiz; Gallicchio Elisabeta; Vilhena Marco Tulio;
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年度 1990
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1. NONOSCILLATORY SOLUTIONS FOR A SYSTEM OF HIGHER-ORDER NONLINEAR NEUTRAL DELAY DIFFERENCE EQUATIONS WITH MATRIX COEFFICIENTS [J] . Zhu Xianyang, Li Yongkun, Liu Ping Annals of Differential Equations . 2005,第4期

机译：具有矩阵系数的高阶非线性中立型时滞差分方程组的非振动解。
2. NONOSCILLATORY SOLUTIONS FOR A SYSTEM OF HIGHER-ORDER NONLINEAR NEUTRAL DELAY DIFFERENCE EQUATIONS WITH MATRIX COEFFICIENTS [J] . Zhu, Xianyang, Li, 微分方程年刊：英文版 . 2005,第004期

机译：具有矩阵系数的高阶非线性中立型时滞差分方程系统的非振动解
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

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4. Positive Solutions of Higher-order Three-point Dynamic Delay Differential Equations on Time Scales [C] . Feng Xu IEEE international conference on computer science and information technology;ICCSIT 2010 . 2010

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5. A higher-order conservation element solution element method for solving hyperbolic differential equations on unstructured meshes. [D] . Bilyeu, David. 2014

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6. Modeling Intraindividual Dynamics Using Stochastic Differential Equations:Age Differences in Affect Regulation [O] . Julie Wood, Zita Oravecz, Nina Vogel, -1

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7. The existence of bistable stationary solutions of random dynamical systems generated by stochastic differential equations and random difference equations [O] . Zhou Bo 2009

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8. Inversion of Higher-Order Matrix Equations Through the Computing of Their Dynamical Solutions [R] . Ruizclaeyssen, J. C., Gallicchio, E., Vilhena, M. T. 1987

机译：高阶矩阵方程的动态解法反演

Inversion of higher-order matrix difference and differential equations through their dynamical solutions

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