Caractérisation des incertitudes dans un modèle linéaire statique

Journal Europeen des Systemes Automatises

Volumn 36, Issue 6, 2002, Pages 799-824

  Adrot, Olivier ^a   Ploix, Stéphane ^b   Ragot, José ^a  

^a CENTRE DE RECHERCHE EN AUTOMATIQUE DE NANCY   (France)

^b GIPSA LAB   (France)

Author keywords

Bounded approach; Estimation; Outliers; Uncertain linear model

Indexed keywords

BOUNDED APPROACH; OUTLIERS; UNCERTAIN LINEAR MODEL;

ERROR ANALYSIS; PARAMETER ESTIMATION; UNCERTAIN SYSTEMS;

MATHEMATICAL MODELS;

EID: 35348924200     PISSN: 12696935     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (21)

1. Adrot O., Diagnostic àbase de modèles incertains utilisant l'analyse par intervalles: l'approche bornante, Thèse de l'Institut National Polytechnique de Lorraine, 2000.
2. Armengol L., Application of modal interval analysis to the simulation of the behaviour of dynamic systems with uncertain parameters, Thèse, Université de Girona, Espagne, 1999.
3. Belforte G., Bona B., Cerone V., "Parameter estimation algorithms for a set membership description of uncertainty". Automatica, 26 (5), p. 887-898, 1990,
4. Repris dans Milanese et al., Belforte G., Tay T. T., Recursive estimation algorithm for linear models with set membership error, p. 83-99, 1996.
5. Boukhris A., Mourot G., Ragot J. "Sensor fault diagnosis for urban sewer network management", 3rd IMACS International Multiconference on Circuits, Systems. Communications and Computers, CSCC'99. Athènes, Grèce, juillet 4-8, 1999.
6. Fogel E., Huang Y. F., "On the value of information in system identification-bounded noise case", Automatica. 18 (2), p. 229-238, 1982.
7. e colloque automatique et environnement. Saint-Etienne. France, 4-6 juillet 2001.
8. Jaulin L., Walter E., "Set inversion via interval analysis for non linear bounded-error estimation", Automatica, 29 (4),p. 1053-1064, 1993.
9. Jaulin L., Kieffer M., Didrit O., Walter E., Applied interval analysis. Springer-Verlag London 2001.
10. Lesecq S., Baraud A., "Off-line diagnosis using output error membership set estimation: application to industion motor", 4th symposium on Fault Detection Supervision and Safety for Technical Processes, Budapest, 2000.
11. Milanese M., Belforte G., "Estimation theory and uncertainty intervals evaluation in presence of unknown but bounded errors: linear families of models", IEEE Transaction on Automatic Control, AC-27 (2), p. 408-414, 1982.
12. Milanese M., Norton J., Piet-Lahanier H., Walter E., (Ed.)., Bounding approaches to system identification. Plenum Press, New-York & London, 1996.
13. Mo S. H., Norton J. P., "Recursive parameter-bounding algorithms which compute polytope bounds", 12th World Congress on scientific computation, Paris, p. 127-132, 1988.
14. Moore R. E., Methods and applications of interval analysis, SIAM, Philadelphie, Pennsylvanie, USA, 1979.
15. Mourot G., Maquin D., Ragot J., «Validation de mesures de pluviométrie », 2ème colloque automatique et environnement, St-Etienne, France, 4-6 juillet 2001.
16. Neumaier, Interval methods for systems of equations, Cambridge University Press, Cambridge, 1990.
17. Ploix S., Diagnostic des systèmes incertains : l'approche bornante, Thèse de l'Institut National Polytechnique de Lorraine, 1998.
18. Ploix S., Adrot O. Ragot J., "Parameter uncertainty computation in static linear models", 38th IEEE Conference on Decision and Control, 1999.
19. Steyer J.P., Harmand J., Alcaraz-Gonzalez V., "Interval-based diagnosis of an anaerobic digester pilot plant", 4th symposium on Fault Detection Supervision and Safety for Technical Processes, Budapest, 2000.
20. Tornil S., Escobet T., Puig V., "Fault detection using interval models", 4th symposium on Fault Detection Supervision and Safety for Technical Processes, Budapest, 2000.
21. Walter E., Piet-Lahanier H., "Exact and recursive description of feasible parameter set for bounded error models", 26th IEEE Conference on Decision and Control, Los Angeles, USA, p. 1921-1922, 1987.