Stabilization of delay systems: delay-dependent impulsive control X Li, S Song IEEE Transactions on Automatic Control 62 (1), 406-411, 2016 | 463 | 2016 |
Stability of nonlinear differential systems with state-dependent delayed impulses X Li, J Wu Automatica 64, 63-69, 2016 | 333 | 2016 |
Finite-time stability and settling-time estimation of nonlinear impulsive systems X Li, DWC Ho, J Cao Automatica 99, 361-368, 2019 | 298 | 2019 |
An impulsive delay inequality involving unbounded time-varying delay and applications X Li, J Cao IEEE Transactions on Automatic Control 62 (7), 3618-3625, 2017 | 284 | 2017 |
Consensus of leader-following multiagent systems: A distributed event-triggered impulsive control strategy X Tan, J Cao, X Li IEEE Transactions on Cybernetics 49 (3), 792-801, 2018 | 261 | 2018 |
Lyapunov stability for impulsive systems via event-triggered impulsive control X Li, D Peng, J Cao IEEE Transactions on Automatic Control 65 (11), 4908-4913, 2020 | 256 | 2020 |
Impulsive control for existence, uniqueness, and global stability of periodic solutions of recurrent neural networks with discrete and continuously distributed delays X Li, S Song IEEE Transactions on neural networks and learning systems 24 (6), 868-877, 2013 | 251 | 2013 |
Output tracking control of delayed switched systems via state-dependent switching and dynamic output feedback D Yang, X Li, J Qiu Nonlinear Analysis: Hybrid Systems 32, 294-305, 2019 | 248 | 2019 |
Persistence of delayed cooperative models: Impulsive control method X Li, X Yang, T Huang Applied Mathematics and Computation 342, 130-146, 2019 | 243 | 2019 |
Impulsive differential equations: periodic solutions and applications X Li, M Bohner, CK Wang Automatica 52, 173-178, 2015 | 226 | 2015 |
Delay-dependent stability of neural networks of neutral type with time delay in the leakage term X Li, J Cao Nonlinearity 23 (7), 1709, 2010 | 191 | 2010 |
Existence and global stability analysis of equilibrium of fuzzy cellular neural networks with time delay in the leakage term under impulsive perturbations X Li, R Rakkiyappan, P Balasubramaniam Journal of the Franklin Institute 348 (2), 135-155, 2011 | 187 | 2011 |
Event-triggered impulsive control for nonlinear delay systems X Li, X Yang, J Cao Automatica 117, 108981, 2020 | 182 | 2020 |
Effect of delayed impulses on input-to-state stability of nonlinear systems X Li, X Zhang, S Song Automatica 76, 378-382, 2017 | 182 | 2017 |
An overview of finite/fixed-time control and its application in engineering systems Y Liu, H Li, R Lu, Z Zuo, X Li IEEE/CAA Journal of Automatica Sinica 9 (12), 2106-2120, 2022 | 179 | 2022 |
Synchronization of time-delayed complex networks with switching topology via hybrid actuator fault and impulsive effects control X Yang, X Li, J Lu, Z Cheng IEEE transactions on Cybernetics 50 (9), 4043-4052, 2019 | 177 | 2019 |
Persistent impulsive effects on stability of functional differential equations with finite or infinite delay X Li, J Shen, R Rakkiyappan Applied Mathematics and Computation 329, 14-22, 2018 | 175 | 2018 |
Review of stability and stabilization for impulsive delayed systems X Yang, X Li, Q Xi, P Duan Mathematical Biosciences & Engineering 15 (6), 1495-1515, 2018 | 170 | 2018 |
Exponential Stability of Nonlinear Systems With Delayed Impulses and Applications X Li, S Song, J Wu IEEE Transactions on Automatic Control 64 (10), 4024-4034, 2019 | 166 | 2019 |
Lyapunov conditions for finite-time stability of time-varying time-delay systems X Li, X Yang, S Song Automatica 103, 135-140, 2019 | 165 | 2019 |