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Bibliografie

D. Peaucelle

  1. Henrion Didier, Arzelier D., Peaucelle D. :  Positive polynomial matrices and improved LMI robustness conditions , Automatica vol.39, 8 (2003), p. 1479-1485 [2003]
  2. Henrion Didier, Peaucelle D., Arzelier D., Šebek M. :  Ellipsoidal approximation of the stability domain of a polynomial , IEEE Transactions on Automatic Control vol.48, 12 (2003), p. 2255-2259 [2003]
  3. Henrion D., Arzelier D., Peaucelle D., Šebek Michael :  An LMI condition for robust stability of polynomial matrix polytopes , Automatica vol.37, 1 (2001), p. 461-468 [2001]

  1. Henrion Didier, Arzelier D., Peaucelle D. :  Positive polynomial matrices and improved LMI robustness conditions , Preprints of the 15th Triennial World Congress of the IFAC , Eds: Camacho E. F., Basanez L., de la Puente J. A., Pergamon, (Oxford 2002) , Trienial World Congress of the IFAC /15./, (Barcelona, ES, 21.07.2002-26.07.2002) [2002]
  2. Henrion Didier, Arzelier D., Peaucelle D. :  Robust stabilization of matrix polytopes with the cone complementarity linearization algorithm: Numerical issues , Proceedings of the Process Control Conference'01, p. 1-19, Slovak University of Technology, (Bratislava 2001) , International Conference on Process Control'01 /13./, (Štrbské Pleso, SK, 11.06.2001-14.06.2001) [2001]
  3. Henrion Didier, Peaucelle D., Arzelier D., Šebek M. :  Ellipsoidal aproximation of the stability domain of polynomial , Proceedings of the European Control Conference 2001, p. 384-389, EUCA, (Porto 2001) , European Control Conference. ECC 2001, (Porto, PT, 04.09.2001-07.09.2001) [2001]
  4. Henrion D., Arzelier D., Peaucelle D., Šebek Michael :  An LMI condition for robust stability of polynomial matrix polytopes , Preprints of the 3rd IFAC Symposium on Robust Control Design, ÚTIA AV ČR, (Praha 2000) , ROCOND 2000 /3./, (Praha, CZ, 21.06.2000-23.06.2000) [2000]