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Parameter sensitivity of systems described by nonlinear ordinary differential equations
AIChE Journal, 1971AbstractAn approximate analytical method is developed to estimate the parameter sensitivity of the solution of a set of nonlinear ordinary differential equations describing a system which exhibits periodic behavior. An approximate solution is constructed in terms of both the approximate periodic solution determined from Galerkin equations and the ...
R. J. Rayzak, Rein Luus
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Existence of Small Periodic Solutions of Nonlinear Systems of Ordinary Differential Equations
Ukrainian Mathematical Journal, 2001The author deals with the system \[ \dot x=A(t,\lambda)x+F(t,x,\lambda)x,\tag{1} \] with \(\dim x=n\), \(A(t,\lambda)\) and \(F(t,x,\lambda)\) \(n\times n\)-matrix-valued \(\omega \)-periodic functions in \(t\) and \(\lambda \) an \(r\)-dimensional parameter.
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Neural ordinary differential gray algorithm to forecasting nonlinear systems
Advances in Engineering Software, 2022ZY Chen +3 more
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EXISTENCE OF PERIODIC LIMITING REGIMES FOR A NONLINEAR SYSTEM OF ORDINARY DIFFERENTIAL EQUATIONS
AIAA Journal, 1963zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On Controllability of Nonlinear Systems Described by Ordinary Differential Equations
2006Dariusz Idczak +2 more
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Nonlinear System Identification for Quadrotors with Neural Ordinary Differential Equations
2023 IEEE International Conference on Unmanned Systems (ICUS), 2023Mingqian Wang +7 more
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