| 1 |
Estimating the robust domain of attraction for non-smooth systems using an interval Lyapunov equation
Goldsztejn A, Chabert G
Automatica, 100, 371, 2019 |
| 2 |
Data-driven approximate Q-learning stabilization with optimality error bound analysis
Li YQ, Yang CZ, Hou ZS, Feng YJ, Yin CK
Automatica, 103, 435, 2019 |
| 3 |
A Bilevel Programming Approach to the Convergence Analysis of Control-Lyapunov Functions
Tang WT, Daoutidis P
IEEE Transactions on Automatic Control, 64(10), 4174, 2019 |
| 4 |
A unified framework for passive-active fault-tolerant control systems considering actuator saturation and L-infinity disturbances
Khatibi M, Haeri M
International Journal of Control, 92(3), 653, 2019 |
| 5 |
Arc Length based Maximal Lyapunov Functions and domains of attraction estimation for polynomial nonlinear systems
Zarei M, Kalhor A, Brake D
Automatica, 90, 164, 2018 |
| 6 |
Gain-scheduled static output feedback control for saturated LPV systems with bounded parameter variations
Nguyen AT, Chevrel P, Claveau F
Automatica, 89, 420, 2018 |
| 7 |
The detection and stabilisation of limit cycle for deterministic finite automata
Han XG, Chen ZQ, Liu ZX, Zhang Q
International Journal of Control, 91(4), 874, 2018 |
| 8 |
Regional robust stabilisation and domain-of-attraction estimation for MIMO uncertain nonlinear systems with input saturation
Azizi S, Torres LAB, Palhares RM
International Journal of Control, 91(1), 215, 2018 |
| 9 |
The maximal contractively invariant ellipsoids for discrete-time linear systems under saturated linear feedback
Li YL, Lin ZL
Automatica, 76, 336, 2017 |
| 10 |
Data-driven approximate value iteration with optimality error bound analysis
Li YQ, Hou ZS, Feng YJ, Chi RH
Automatica, 78, 79, 2017 |
