Bibliographie

1

DIOP (S.), KOLMANOVSKY (I.), MORAAL (P.) et VAN NIEUWSTADT (M.) $\langle\!\langle$ Preserving stability/performance when facing an unknown time delay  $\!\scriptscriptstyle\,\rangle\!\rangle$, Control Engineering Practice, 9 1319-1325, 2001.

2

FLIESS (M.), MOUNIER (H.), $\langle\!\langle$ On a class of delay systems often arising in practice  $\!\scriptscriptstyle\,\rangle\!\rangle$, Kybernetika, 27, 295-308, 2000.

3

FLIESS (M.) et SIRA-RAMÌREZ (H.), $\langle\!\langle$ Reconstructeurs d'état  $\!\scriptscriptstyle\,\rangle\!\rangle$, C.R. Acad. Sci. Paris, 338 (2004), no. 1, 91-96.

4

KOLMANOVSKII (V. B.) et MYSHKIS (A.), Introduction to the theory and application of functionnal differential equations, Dorctecht, Kluwer Academy, 1999.

5

MAHJI (S.) ATHERTON (D. P.), $\langle\!\langle$ A novel identification method for time delay processes  $\!\scriptscriptstyle\,\rangle\!\rangle$, ECC'99 (Fifth European Control Conference), Karlsruhe, Allemangne, 1999.

6

ORLOV (Y.) BELKOURA (L.) RICHARD (J. P.) et DAMBRINE (M.) $\langle\!\langle$ On-line parameter identification of linear time-delay systems  $\!\scriptscriptstyle\,\rangle\!\rangle$, Proceedings of the 41$^{st}$ IEEE Conference on Decision and Control, Las vegas, Nevada, USA, décembre 2002.

7

RICHARD (J.P.) $\langle\!\langle$ Time-delay systems: an overview of some recent advances and open problems  $\!\scriptscriptstyle\,\rangle\!\rangle$ Automatica, 39, 10, 1667-1694, Octobre 2003.

8

TAN (K. K.) WANG (Q. K.) et LEE (T. II.), $\langle\!\langle$ Finite spectrum assignment control of unstable time delay processes with relay tuning  $\!\scriptscriptstyle\,\rangle\!\rangle$, Industrial Engineering and Chemical Research, 37 (4), 1351-1357, 1998.

9

TUCH (J.) FEUER (A.) et PALMOR (Z.J.), $\langle\!\langle$ Time delay estimation in continuous linear time-invariant systems  $\!\scriptscriptstyle\,\rangle\!\rangle$, IEEE Transactions on Automatic Control 39, 823-827.

10

VERDUYN-LUNEL (S. M.), $\langle\!\langle$  Identification problems in functional differential equations  $\!\scriptscriptstyle\,\rangle\!\rangle$, 36$^{\it th}$ IEEE CDC'99 (Conference on Decision and Control), San Diego CA, décembre 1997, 4409-4413.

11

http://www.stix.polytechnique.fr/~ ollivier/