Free Access
Issue |
ESAIM: M2AN
Volume 30, Number 6, 1996
|
|
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Page(s) | 671 - 710 | |
DOI | https://doi.org/10.1051/m2an/1996300606711 | |
Published online | 31 January 2017 |
- [B1] V. BARBU, 1993, Analysis and Control of Nonlinear Infinite Dimensional Systems. Academic Press, New York. [MR: 1195128] [Zbl: 0776.49005] [Google Scholar]
- [B2] V. BARBU, 1991, The approximate solvability ot the inverse one phase Stefan problem, Internat. Series Numer. Math., 99, pp. 33-43, Birkhauser Verlag, Basel. [MR: 1118851] [Zbl: 0733.65092] [Google Scholar]
- [BBC] J. V. BECK, B. BLACKWELL and C. CLAIR. 1985, Inverse Heat Conduction, Wiley-Interscience. [Zbl: 0633.73120] [Google Scholar]
- [BDZ] V. BARBU, G. DA PRATO, J. P. ZOLÉSIO, 1991, Feedback controllability of the free boundary of the one phase Stefan problem, Diff. Integral Equs., 4, pp. 225-239. [MR: 1081181] [Zbl: 0728.49013] [Google Scholar]
- [BK1] V. BARBU, K. KUNISCH, Identification of nonlinear elliptic equations, (to appear). [MR: 1365132] [Zbl: 0865.35139] [Google Scholar]
- [BK2] V. BARBU, K. KUNISCH, Identification of nonlinear parabolic equations (to appear). [MR: 1424370] [Google Scholar]
- [Br1] H. BRÉZIS, 1972, Problèmes unilatéraux, J. Math. Pures Appl., 51, pp. 1-64. [MR: 428137] [Zbl: 0237.35001] [Google Scholar]
- [Br2] H. BRÉZIS, 1983, Analyse fonctionnelle, Dunod, Paris. [MR: 697382] [Zbl: 0511.46001] [Google Scholar]
- [C] J. R. CANNON, 1984 The One Dimensional Heat Equation, Addison-Weseley Publ. Comp., Menlo Park. [MR: 747979] [Zbl: 0567.35001] [Google Scholar]
- [DZ] G. DA PRATO, J. P. ZOLÉSIO, 1988, An optimal control problem for a parabolic equation in noncylindrical domains, Systems & Control Letters, 11, pp 73-77. [MR: 949893] [Zbl: 0656.49001] [Google Scholar]
- [GLS] GRIPENBERG, S. LONDEN, and STAFFANS, 1990, Volterra Integral and Functional Equations, Cambridge University Press. [MR: 1050319] [Zbl: 0695.45002] [Google Scholar]
- [HN] K. H. HOFFMANN, M. NIEZGODKA, 1990, Control of evolutionary free boundary problems, in Fret Boundary Problems Theory and Applications, pp. 439-450, K. H. Hoffmann and J. Sprekels, eds., Pitman Research Notes in Mathematics 186, Longman, London. [MR: 1081737] [Google Scholar]
- [HS] K. H. HOFFMANN, J. SPREKELS, 1982, Real time control of the free boundary in a two phase Stefan problem, Numerical Functional Anal. Optimiz, 5, pp. 47-76. [MR: 703116] [Zbl: 0502.49005] [Google Scholar]
- [KMP] K. KUNISCH, K. MURPHY, and G. PEICHL, Estimation of the conductivity in the one-phase Stefan problem : Basic results, to appear in Bolletino Unione Mat. Italiana. [MR: 1328513] [Zbl: 0848.35140] [Google Scholar]
- [La] P. K. LAMM, Future-sequential regularization methods for ill-posed Volterra equations, to appear in J. Math. Anal. and Appl. [MR: 1354556] [Zbl: 0851.65094] [Google Scholar]
- [Li] J. L. LIONS, 1969, Quelques Méthodes de Résolutions de Problèmes aux Limites Nonlinéaires, Dunod, Paris. [Zbl: 0189.40603] [Google Scholar]
- [PW] H. PROTER, H. WEINBERGER, 1983, The Maximum Principle, Springer-Verlag, Berlin. [Google Scholar]
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