5篇
您的检索式：作者名="Yonggui KAO"
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| 1 | Stability of Coupled Impulsive Markovian Jump Reaction-Diffusion Systems on Networks显示文摘This paper is devoted to the investigation of stability for a class of coupled impulsive Markovian jump reaction-diffusion systems on networks(CIMJRDSNs). By using graph theory, a systematic method is provided to construct global Lyapunov functions for the CIMJRDSNs. Based on Lyapunov functions and stochastic analysis method, some novel stability principles associated with the topology property of the networks are established. | LI Yanbo KAO Yonggui | 2016 | Journal of Systems Science & Complexity2016，29，5： | 4 |
| 2 | Global Mittag-Leffler stability for fractional-order coupled systems on network without strong connectedness显示文摘This study investigates the global Mittag-Leffler stability(MLS) problem of the equilibrium point for a new fractional-order coupled system(FOCS) on a network without strong connectedness. In particular, an integer-order coupled system is extended into the FOCS on a complex network without strong connectedness. Based on the theory of asymptotically autonomous systems and graph theory, sufficient conditions are derived to ensure the existence, uniqueness, and global MLS of the solutions of this FOCS on a network. Finally, a numerical example is provided to demonstrate the validity and potential of the proposed method for studying the MLS of FOCSs. | Xin MENG Yonggui KAO Hamid Reza KARIMI Cunchen GAO | 2020 | Science China(Information Sciences)2020，63，3： | 1 |
| 3 | GLOBAL ROBUST STABILITY OF INTERVAL HOPFIELD NEURAL NETWORKS WITH CONTINUOUSLY DISTRIBUTED DELAYS显示文摘In this paper,we implement topological degree theory and Lyapunov-functional methods to obtain the existence and uniqueness of the equilibrium point and its global robust stability for interval Hopfield neural networks with continuously distributed delays.Moreover,the methods used in judging the robust stability are proven practical and easily verifiable. | Kao Yonggui Gao Cunchen Liu Guanfeng | 2007 | Annals of Differential Equations2007，23，4： | 0 |
| 4 | A Guaranteed Cost Approach to Dynamic Output Feedback Control for Neutral-Type Markovian Jumping Stochastic Systems显示文摘This paper is devoted to investigating the dynamic output feedback(DOF)control problem of Markovian jump neutral-type stochastic systems with a guaranteed cost function.Both of the state and measurement equations contain time delays.Mode-dependent DOF controllers are first designed such that the closed-loop system is asymptotically stable in mean-square and an adequate performance level of this system is guaranteed.Then,sufficient conditions for the solvability of this problem are derived in the form of linear matrix inequalities(LMIs).A numerical example is presented to reveal the effectiveness of our findings. | LI Yanbo KAO Binghua XIE Jing KAO Yonggui | 2021 | Journal of Systems Science & Complexity2021，34，4： | 0 |
| 5 | Asymptotic multistability and local S-asymptotic ω-periodicity for the nonautonomous fractional-order neural networks with impulses显示文摘This paper focuses on the investigation of asymptotic multistability and on local S-asymptoticω-periodicity for nonautonomous fractional-order neural networks(FONNs)with impulses.Several criteria on the existence,uniqueness,and invariant sets of nonautonomous FONNs with impulses are derived by constructing convergent sequences and comparison principles,respectively.In addition,using the Lyapunov direct method,some novel conditions of boundedness and local asymptotic stability of the FONNs discussed are obtained.Also,the sufficient conditions for local S-asymptoticω-periodicities of the system are presented.Finally,a discussion using two examples verifies the validity of our findings,which imply that global asymptotic stability is a special case of asymptotic multistability. | Yonggui KAO Hui LI | 2021 | Science China(Information Sciences)2021，64，1： | 0 |
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