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Identification For Control: Optimal Input Design With Respect To A Worst-Case $\nu$-gap Cost Function.

, and . SIAM J. Control and Optimization, 41 (5): 1586-1608 (2002)

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Identification For Control: Optimal Input Design With Respect To A Worst-Case $\nu$-gap Cost Function., and . SIAM J. Control and Optimization, 41 (5): 1586-1608 (2002)On Plant and LQG Controller Continuity Questions., , and . Autom., 34 (5): 631-635 (1998)For model-based control design, closed-loop identification gives better performance., , and . Autom., 32 (12): 1659-1673 (1996)Enhancing the Robustness of GPC via a Simple Choice of the Youla Parameter., , and . Eur. J. Control, 4 (1): 64-70 (1998)The role of experimental conditions in model validation for control., , , , and . Robustness in Identification and Control, volume 245 of Lecture Notes in Control and Information Sciences, page 72-86. Springer, (1998)The Local Polynomial Method for nonparametric system identification: Improvements and experimentation., , and . CDC/ECC, page 4302-4307. IEEE, (2011)Experiment design for the identification of a simple Wiener system., , and . CDC, page 7333-7338. IEEE, (2012)Controller validation for a validated model set., , and . ECC, page 2656-2661. IEEE, (1999)Virtual Reference Feedback Tuning for non minimum phase plants., , and . ECC, page 1955-1960. IEEE, (2009)Properties of the parametrization of monic ARMA systems., and . Autom., 25 (1): 87-95 (1989)