Algorithms for identification in H_∞ with unequally spaced function measurements

References

• AKÇAY , H. , GU , G. , and KHARGONEKAR , P. P. , 1992 , Identification in H∞, with nonuniformly spaced frequency response measurements . Proceedings of the American Control Conference ; 1993, A class of algorithms for identification in H∞ continuous-time case. IEEE Transactions on Automatic Control, 38, 289–294 .
   Google Scholar
• CHEN , J. , NETT , C. N. , and FAN , M. K. H. , 1992 , Worst-case system identification in H∞ validation of a priori information, essentially optimal algorithms, and error bounds . Proceedings of the American Control Conference .
   Google Scholar
• CONTE , S. D. , DE BOOR , C. , 1986 , Elementary Numerical Analysis an Algorithmic Approach ( Singapore : McGraw-Hill ).
   Google Scholar
• GU , G. , and KHAROONEKAR , P. P. , 1992 a , Linear and nonlinear algorithms for identification in H∞ with error bounds . IEEE Transactions on Automatic Control , 37 , 953 – 963 ; 1992b, A class of algorithms for identification in H∞. Automatica, 28, 299–312 .
   Web of Science ®Google Scholar
• HELMICKI , A. J. , JACOBSON , C. A. , and NETT , C. N. , 1990a , Identification in H ∞ a robustly convergent, nonlinear algorithm . Proceedings of the American Control Conference , pp. 386 – 391 ; 1990b, Identification in H∞ linear algorithms. Ibid., pp. 2418–2423; 1990c, Identification in H ∞ the continuous-time case. Ibid., pp. 1893–1898; 1991a, Fundamentals of control-oriented system identification and their application for identification in H ∞. Ibid., pp. 1991b, Control-oriented system identification a worst-case/deterministic approach in H∞. IEEE Transactions on Automatic Control, 36, 1163–1176 .
   Google Scholar
• MÄAKILÄ , P. M. , 1991 , On worst-case identification of continuous-time systems . Report 91 – 10 , Åbo Akademi .
   Google Scholar
• MäKILä , P. M. , and PARTINGTON , J. R. , 1991 , Robust approximation and identification in Hä Proceedings of the American Control Conference ; 1992, Robust idenfication of strongly stabilizable systems. IEEE Transactions on Automatic Control, 37, 1709–1716 .
   Google Scholar
• MATHWORKS INC. , 1989 , MATLAB User's Guide .
   Google Scholar
• PARTINGTON , J. R. , 1991 , Robust identification and interpolation in H ∞ . International Journal of Control , 54 , 1281 – 1290 ; 1992 a, Robust identification in H ∞. Journal of Mathematical Analysis and Applications, 166, 428–441; 1992 b, Worst-case identification in Banach spaces. Systems and Control Letters, 18, 423–428 .
   Web of Science ®Google Scholar
• ZYGMUND , A. , 1959 , Trigonometric Series ( Cambridge , U.K. : Cambridge University Press ).
   Google Scholar