Identifiability and identification of a class of parabolic distributed systems under approximation

REFERENCES

• CAROTENUTO , L. , and RAICONI , C. , 1980 , Int. J. Systems Sci. , 11 , 1035 .
   Web of Science ®Google Scholar
• CHANG , R. Y. , and WANG , M. L. , 1983 , J. optim. Theory Applic. , 39 , No. 2 .
   Google Scholar
• CHANG , R. Y. , and YANG , S. Y. , 1986 , Int. J. Control , 43 , 1785 .
   Web of Science ®Google Scholar
• CHANG , R. Y. , YANG , S. Y. , and WANG , M. L. 1986 , Int. J. Control , 44 , 1747 .
   Web of Science ®Google Scholar
• CHAVENT , G. , 1979 , Mathematical and Numerical Methods of Inverse and Improperly Posed Problems , edited by G. Anger ( Berlin : Springer-Verlag ); 1987, New trends in identification of distribuied parameter systems. IFAC 10th World Congress on Automatic Control, Munich, W. Germany .
   Google Scholar
• CHEN , C. K. , and YANG , C. Y. , 1987 , Int. J. Control , 46 , 111 .
   Web of Science ®Google Scholar
• COLONIUS , F. , and KUNISCH , K. , 1984 , Stability for parameter estimation in two-point boundary-value problems . Report No. 50–1984 , Technische Universität , Graz , Australia .
   Google Scholar
• COURDESSES , M. , 1982 , Sur l’identifiabilité des paramètres d’un systéme réparti de type parabolique . Ph.D. thesis , University Paul Sabatier , Toulouse , France .
   Google Scholar
• EYKHOFF , P. , 1977 , System Identification, edition , second ( London : Wiley ).
   Google Scholar
• GOODSON , R. , and KLEIN , R. E. , 1970 , I.E.E.E. Trans. autom. Control , 15 , 165 .
   Web of Science ®Google Scholar
• HORNG , I. R. , and CHOU , H. J. , 1985 , Int. J. Control , 42 , 233 .
   Web of Science ®Google Scholar
• KITAMURA , S. , and NAKAGIRI , S. , 1977 , SIAM J. Control , 15 , 785 .
   Web of Science ®Google Scholar
• KUNISCH , K. , and WHITE , L. E. , 1986 , Q. appl. Math. , 44 , 475 .
   Google Scholar
• LAHOUAOULA , A. , 1987 a, Int. J. Control , 43 , 1771 ; 1987 b, Laboratoire d'Automatique et d'Analyse des Systemes, Identifiability and identification under approximation of a class of parabolic system via shifted general orthogonal polynomials. Report No. 87402, Toulouse, France .
   Google Scholar
• LEE , T. T. , and CHANG , Y. F. , 1986 , Analysis and identification of linear distributed systems via general orthogonal polynomials . Proc. 4th IFAC Symp. on Control of Distributed Parameter Systems , Los Angeles , California , U.S.A.
   Google Scholar
• RYAN , E. , 1978 , Estimation parametrique et commande de systèmes à paramètres repartis . Note Technique No. 78. I. 09 LAAS , Toulouse , France .
   Google Scholar
• SPARIS , P. D. , 1987 , Proc. Instn elect. Engrs, Pt D , 134 , 180 .
   Google Scholar
• SZEGO , G. , 1975 , Orthogonal Polynomials, edition , fourth ( New York : American Mathematical Society ).
   Google Scholar
• WANG , M. L. , and CHANG , R. Y. 1983 , A.S.M.E. J. dynam. Systems Meas. Control , 105 , 222 .
   Web of Science ®Google Scholar