Results 171 to 180 of about 3,365 (199)
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Automatica, 2021
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Bin Zhou
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Bin Zhou
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A Novel Solution to the Time-Varying Lyapunov Equation: The Integral Dynamic Learning Network
IEEE Transactions on Systems, Man, and Cybernetics: Systems, 2023Zhijun Zhang, Lunan Zheng, Lihang Ye
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Information Sciences, 2021
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Long Jin, Guancheng Wang, Dongyang Fu
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Long Jin, Guancheng Wang, Dongyang Fu
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Stabilisation of Time-Varying Linear Systems via Lyapunov Differential Equations
International Journal of Control, 2013This article studies stabilisation problem for time-varying linear systems via state feedback. Two types of controllers are designed by utilising solutions to Lyapunov differential equations. The first type of feedback controllers involves the unique positive-definite solution to a parametric Lyapunov differential equation, which can be solved when ...
Duan Guangren, Bin Zhou
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A Strict Control Lyapunov Function for a Diffusion Equation With Time-Varying Distributed Coefficients [PDF]
In this paper, a strict Lyapunov function is developed in order to show the exponential stability and input-to-state stability (ISS) properties of a diffusion equation for nonhomogeneous media. Such media can involve rapidly time-varying distributed diffusivity coefficients.
Emmanuel Witrant +1 more
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Automation and Remote Control, 2022
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Igor B. Yadykin +2 more
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Igor B. Yadykin +2 more
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ISS Lyapunov Functions for Time-Varying Hyperbolic Partial Differential Equations [PDF]
A family of time-varying hyperbolic systems of balance laws is considered. The partial differential equations of this family can be stabilized by selecting suitable boundary conditions. For the stabilized systems, the classical technique of construction of Lyapunov functions provides with a function which is a weak Lyapunov function in some cases, but ...
Christophe Prieur, Frederic Mazenc
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Applied Mathematics and Computation, 2023
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Lin Xiao, Zhaohui Qi, Yingqiang Ning
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Lin Xiao, Zhaohui Qi, Yingqiang Ning
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Mathematics and Computers in Simulation, 2013
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Yunong Zhang, Chenfu Yi
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Yunong Zhang, Chenfu Yi
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Lyapunov Spectrum of Linear Delay Differential Equations With Time-Varying Delay
IFAC Postprint Volumes IPPV / International Federation of Automatic Control, 2010To understand the dynamics of systems with fluctuations in the retarded argument, the Lyapunov spectra of a scalar, linear delay differential equation (DDE) are studied. Depending on the structure of the deviated argument some Lyapunov exponents can be equal to minus infinity, which indicate the difference between the dimension of the state space and ...
Andreas Otto, Guenter Radons
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