1086 - 1099 |
Design of feedback controls supporting TCP based on the state-space approach Kim KB |
1100 - 1114 |
Time-optimal control of a particle in a dielectrophoretic system Chang DE, Petit N, Rouchon P |
1115 - 1129 |
A pseudospectral method for the optimal control of constrained feedback linearizable systems Gong Q, Kang W, Ross IM |
1130 - 1143 |
Systems with counterclockwise input-output dynamics Angeli D |
1144 - 1150 |
Bounded error identification of systems with time-varying parameters Bravo JM, Alamo T, Camacho EF |
1150 - 1156 |
Remarks on control design with degree constraint Georgiou TT, Lindquist A |
1156 - 1161 |
A theoretical study of different leader roles in networks Wang W, Slotine JJE |
1161 - 1164 |
An exact stability analysis test for single-parameter polynomially-dependent linear systems Tsiotras P, Bliman PA |
1164 - 1165 |
An improved procedure in detecting the stability robustness of systems with uncertain delay Olgac N, Sipahi R |
1166 - 1171 |
A constructive approach to local stabilization of nonlinear systems by dynamic output feedback Chen PN, Cheng DZ, Jiang ZP |
1172 - 1177 |
A differential-algebraic approach to speed estimation in an induction motor Li MW, Chiasson J, Bodson M, Tolbert LM |
1177 - 1184 |
Global practical stabilization of planar linear systems in the presence of actuator saturation and input additive disturbance Fang HJ, Lin ZL |
1184 - 1189 |
Error feedback and a servomechanism problem for uncertain nonlinear systems Lei H, Lin W |
1190 - 1195 |
Quantization, time delays, and nonlinear stabilization Liberzon D |
1195 - 1200 |
Continuous-time Hammerstein system identification from sampled data Greblicki W |
1200 - 1207 |
Robust nonlinear control associating robust feedback linearization and H-infinity control Franco ALD, Bourles H, De Pieri ER, Guillard H |
1207 - 1210 |
Synchronization and convergence of linear dynamics in random directed networks Wu CW |
1211 - 1216 |
H-infinity observer design for Lipschitz nonlinear systems Pertew AM, Marquez HJ, Zhao Q |