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Index « Teeft.i » - entrée « Nonlinear systems »
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Nonlinear system < Nonlinear systems < Nonlinear term  Facettes :

List of bibliographic references indexed by Nonlinear systems

Number of relevant bibliographic references: 10.
Ident.Authors (with country if any)Title
007185 (2010) Alain Yetendje [Australie] ; Maria M. Seron [Australie] ; José A. De Doná [Australie] ; John J. Martínez [France]Sensor fault‐tolerant control of a magnetic levitation system
007F54 (2009) J. A. De Doná [Australie, France] ; F. Suryawan [Australie] ; M. M. Seron [Australie] ; J. Lévine [France]A Flatness-Based Iterative Method for Reference Trajectory Generation in Constrained NMPC
008706 (2008) D. F. Coutinho [Brésil] ; M. Fu [Australie] ; A. Trofino [Brésil] ; P. Danès [France]ℒ︁2‐Gain analysis and control of uncertain nonlinear systems with bounded disturbance inputs
00B971 (2001) I. D. Landau [France] ; B. D. O. Anderson [Australie] ; F. De Bruyne [Australie]Recursive identification algorithms for continuous-time nonlinear plants operating in closed loop
00B996 (2001) Mark W. Spong [États-Unis] ; Peter Corke [Australie] ; Rogelio Lozano [France]Nonlinear control of the Reaction Wheel Pendulum
00BA29 (2001) Romeo Ortega [France] ; Arjan J. Van Der Schaft [Pays-Bas] ; Iven Mareels [Australie] ; Bernhard Maschke [France]Energy shaping control revisited
00BA65 (2001) I. D. Landau [France] ; B. D. O. Anderson [Australie] ; F. De Bruyne [Australie, Belgique]Algorithms for identification of continuous time nonlinear systems: a passivity approach. Part I: Identification in open-loop operation Part II: Identification in llosed-loop operation
00CA07 (1998) Zhong-Ping Jiang [Australie] ; Laurent Praly [France]Design of Robust Adaptive Controllers for Nonlinear Systems with Dynamic Uncertainties
00D156 (1996) S. Shishkin [Russie] ; R. Ortega [France] ; D. Hill [Australie] ; A. Loria [France]On output feedback stabilization of Euler-Lagrange systems with nondissipative forces
00D252 (1996) Z. P. Jiang [Australie] ; J. Pomet [France]GLOBAL STABILIZATION OF PARAMETRIC CHAINED‐FORM SYSTEMS BY TIME‐VARYING DYNAMIC FEEDBACK

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