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Laurence DUMORTIER
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[2] Partially stabilizing Linear-Quadratic optimal control for stabilizable
systems,
L. Dumortier,
Facultés Universitaires Notre-Dame de la Paix, Département de
Mathématique, Thèse de Doctorat, ISBN 2-87037-266-3.
[3] On the nonnegative self-adjoint solutions of the operator Riccati
equation for infinite dimensional systems,
F.M. Callier, L. Dumortier et J. Winkin,
Integral Equations and Operator Theory, vol. 22, pp. 162-195, 1995.
[4] Partially stabilizing LQ-optimal control for stabilizable systems,
F.M. Callier et L. Dumortier,
Facultés Universitaires Notre-Dame de la Paix, Département de
Mathématique, rapport No. 97-05, 1997; Integral Equations and Operator
Theory, accepté.
Publications de conférences avec comité de review :
[5] Classification of the nonnegative self-adjoint solutions of the operator
Riccati equation for infinite dimensional systems,
F.M. Callier, L. Dumortier et J. Winkin,
Proceedings de la 3ème European Control Conference (ECC), Rome, Italie,
vol. 4, Part 1, pp. 2896-2898, Septembre 1995.
[6] Linear-Quadratic optimal control with partial stabilization for stabilizable
semigroup systems,
F.M. Callier et L. Dumortier,
Proceedings de la 13ème International Federation of Automatic Control
(IFAC) World Congress, San Francisco, USA, vol. C, pp. 265-270, Juillet 1996.
[7] Spectral factorization and partially stabilizing LQ-optimal control
for stabilizable semigroup systems,
F.M. Callier et L. Dumortier,
Proceedings de la 4ème European Control Conference (ECC),
Bruxelles, Belgique, vol. E, n. 433, Juillet1997.
[8] On the computation of a partially stabilizing LQ-optimal gain by approximate
spectral factorization,
F.M. Callier et L. Dumortier,
Proceedings de la Mathematical Theory of Networks and Systems (MTNS), Padova,
Italie, Juillet 1998.
[9] Partially stabilizing LQ-optimal control by an approximate spectral
factor,
F.M. Callier et L. Dumortier,
soumis à la 37ème IEEE Conference on Decision and Control (CDC),
Tampa, USA, Decembre 1998.
Laurence Dumortier - 01/05/2003