Academic Programs |
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Scientific research |
[1]Dong, H. (董海玲), Tang, J. and Mao, X., Stabilization of Highly Nonlinear Hybrid Stochastic Differential Delay Equations with Lévy Noise by Delay Feedback Control. SIAM Journal on Control and Optimization, 60(6): 3302-3325, 2022. <br>[2]Dong, H. (董海玲) and Mao, X., Advances in stabilization of highly nonlinear hybrid delay systems. Automatica, 136: 110086, 2022. <br>[3]Dong, H. (董海玲), Zhou, J., Wang, B. and Xiao, M., Synchronization of nonlinearly and stochastically coupled Markovian switching networks via event-triggered sampling. IEEE Transactions on Neural Networks and Learning Systems, 29(11): 5691-5700, 2018. <br>[4]Dong, H. (董海玲), Luo, M. and Xiao, M., Synchronization for stochastic coupled networks with Lévy noise via event-triggered control. Neural Networks, 141: 40-51, 2021. <br>[5]Dong, H. (董海玲), Zhou, J. and Xiao, M., Centralized/decentralized event-triggered pinning synchronization of stochastic coupled networks with noise and incomplete transitional rate. Neural Networks, 121: 10-20, 2020. <br>[6]Dong, H. (董海玲), Luo, M. and Xiao, M., Almost sure synchronization for nonlinear complex stochastic networks with Lévy noise. Nonlinear Dynamics, 95: 957-969, 2019. <br>[7]Dong, H. (董海玲), Ye, D., Feng, J. and Wang, J., Almost sure cluster synchronization of Markovian switching complex networks with stochastic noise via decentralized adaptive pinning control. Nonlinear Dynamics, 87(2): 727-739, 2017. <br>[8]Zhou, J., Dong, H.* (董海玲,通讯作者) and Feng, J., Event-triggered communication for synchronization of Markovian jump delayed complex networks with partially unknown transition rates. Applied Mathematics and Computation, 293: 617-629, 2017. (学生第一作者) <br>[9]Hou, Z., Dong, H.* (董海玲,通讯作者) and Shi, P. Asymptotic stability in the distribution of nonlinear stochastic systems with semi-Markovian switching. Anziam Journal, 49(2): 231-241, 2007.<br>[10].董海玲*, 侯振挺, 江国朝. 一类马尔可夫骨架过程的强大数定律和中心极限定理[J]. 应用数学学报, 2011, 34(4):696-702. <br><br></p> |