1 |
A Further Result on Semi-global Stabilization of Minimum-Phase Input-Output Linearizable Nonlinear Systems by Linear Partial State Feedback Lin ZL IEEE Transactions on Automatic Control, 64(8), 3492, 2019 |
2 |
Integral Action in Output Feedback for Multi-Input Multi-Output Nonlinear Systems Astolfi D, Praly L IEEE Transactions on Automatic Control, 62(4), 1559, 2017 |
3 |
Semi-global stabilization of linear time-delay systems with control energy constraint Zhou B, Lin ZL, Lam J Automatica, 48(4), 694, 2012 |
4 |
Stabilization of linear systems with distributed input delay and input saturation Zhou B, Gao HJ, Lin ZL, Duan GR Automatica, 48(5), 712, 2012 |
5 |
Truncated predictor feedback for linear systems with long time-varying input delays Zhou B, Lin ZL, Duan GR Automatica, 48(10), 2387, 2012 |
6 |
A parametric periodic Lyapunov equation with application in semi-global stabilization of discrete-time periodic systems subject to actuator saturation Zhou B, Duan GR, Lin ZL Automatica, 47(2), 316, 2011 |
7 |
A parametric Lyapunov equation approach to low gain feedback design for discrete-time systems Zhou B, Lin ZL, Duan GR Automatica, 45(1), 238, 2009 |
8 |
Properties of the Parametric Lyapunov Equation-Based Low-Gain Design With Applications in Stabilization of Time-Delay Systems Zhou B, Lin ZL, Duan GR IEEE Transactions on Automatic Control, 54(7), 1698, 2009 |
9 |
On semi-global stabilizability of MIMO nonlinear systems by output feedback Yang B, Lin W Automatica, 42(6), 1049, 2006 |
10 |
New path-generation based receding-horizon formulation for constrained stabilization of nonlinear systems Alamir M Automatica, 40(4), 647, 2004 |