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Results: 1-9 |
Results: 9
ASYMPTOTIC STABILITY FOR TIME-VARIANT SYSTEMS AND OBSERVABILITY - UNIFORM AND NONUNIFORM CRITERIA
Authors: AEYELS D SEPULCHRE R PEUTEMAN J
Citation: D. Aeyels et al., ASYMPTOTIC STABILITY FOR TIME-VARIANT SYSTEMS AND OBSERVABILITY - UNIFORM AND NONUNIFORM CRITERIA, MCSS. Mathematics of control, signals and systems, 11(1), 1998, pp. 1-27
SHAPE SIGNIFIERS FOR CONTROL OF A LOW-ORDER COMPRESSOR MODEL
Authors: SEPULCHRE R KOKOTOVIC P
Citation: R. Sepulchre et P. Kokotovic, SHAPE SIGNIFIERS FOR CONTROL OF A LOW-ORDER COMPRESSOR MODEL, IEEE transactions on automatic control, 43(11), 1998, pp. 1643-1648
STABILITY MARGINS OF NONLINEAR RECEDING-HORIZON CONTROL VIA INVERSE OPTIMALITY
Authors: MAGNI L SEPULCHRE R
Citation: L. Magni et R. Sepulchre, STABILITY MARGINS OF NONLINEAR RECEDING-HORIZON CONTROL VIA INVERSE OPTIMALITY, Systems & control letters, 32(4), 1997, pp. 241-245
INTEGRATOR FORWARDING - A NEW RECURSIVE NONLINEAR ROBUST DESIGN
Authors: SEPULCHRE R JANKOVIC M KOKOTOVIC PV
Citation: R. Sepulchre et al., INTEGRATOR FORWARDING - A NEW RECURSIVE NONLINEAR ROBUST DESIGN, Automatica, 33(5), 1997, pp. 979-984
GLOBAL ADAPTIVE STABILIZATION OF CASCADE NONLINEAR-SYSTEMS
Authors: JANKOVIC M SEPULCHRE R KOKOTOVIC PV
Citation: M. Jankovic et al., GLOBAL ADAPTIVE STABILIZATION OF CASCADE NONLINEAR-SYSTEMS, Automatica, 33(2), 1997, pp. 263-268
HOMOGENEOUS LYAPUNOV FUNCTIONS AND NECESSARY CONDITIONS FOR STABILIZATION
Authors: SEPULCHRE R AEYELS D
Citation: R. Sepulchre et D. Aeyels, HOMOGENEOUS LYAPUNOV FUNCTIONS AND NECESSARY CONDITIONS FOR STABILIZATION, MCSS. Mathematics of control, signals and systems, 9(1), 1996, pp. 34-58
STABILIZABILITY DOES NOT IMPLY HOMOGENEOUS STABILIZABILITY FOR CONTROLLABLE HOMOGENEOUS SYSTEMS
Authors: SEPULCHRE R AEYELS D
Citation: R. Sepulchre et D. Aeyels, STABILIZABILITY DOES NOT IMPLY HOMOGENEOUS STABILIZABILITY FOR CONTROLLABLE HOMOGENEOUS SYSTEMS, SIAM journal on control and optimization, 34(5), 1996, pp. 1798-1813
CONSTRUCTIVE LYAPUNOV STABILIZATION OF NONLINEAR CASCADE SYSTEMS
Authors: JANKOVIC M SEPULCHRE R KOKOTOVIC PV
Citation: M. Jankovic et al., CONSTRUCTIVE LYAPUNOV STABILIZATION OF NONLINEAR CASCADE SYSTEMS, IEEE transactions on automatic control, 41(12), 1996, pp. 1723-1735
ON THE CONVERGENCE OF A TIME-VARIANT LINEAR-DIFFERENTIAL EQUATION ARISING IN IDENTIFICATION
Authors: AEYELS D SEPULCHRE R
Citation: D. Aeyels et R. Sepulchre, ON THE CONVERGENCE OF A TIME-VARIANT LINEAR-DIFFERENTIAL EQUATION ARISING IN IDENTIFICATION, Kybernetika, 30(6), 1994, pp. 715-723
Risultati: 1-9 |