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Adimurthi, J. Jaffré, and G.D. Veerappa Gowda. Godunov-type methods for conservation laws with a flux function discontinuous in space. SIAM Journal in Numerical Analysis, 42:179-208, 2004. (PDF)

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F. Akoa. Vers une résolution de l'équation instationnaire par la méthode des régions de confiance. Rapport de stage, INRIA, 2000.

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C. Alboin, G. Chavent, F. Clément, and V. Tcheverda. Quantitative migration via calibration. 5th annual report, PSI Consortium, IFP, Rueil-Malmaison, France, 1994. (PostScript)

[Alboin et al., 2000]
C. Alboin, J. Jaffré, J.E. Roberts, X. Wang, and C. Serres. Domain Decomposition for Some Transmission Problems in Flow in Porous Media. In Springer, editor, Numerical Treatment of Multiphase Flows in Porous Media, Lecture Notes in Physics, pages 22-34. Z. Chen R.E. Ewing Z.-C. Shi, 2000. (PDF)

[Alboin et al., 2002a]
C. Alboin, J. Jaffré, P. Joly, J. E. Roberts, and C. Serres. A comparison of methods for calculating the matrix block source term in a double porosity model for contaminant transport. Computational Geosciences, 6:523-543, 2002. (PDF)

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C. Alboin, J. Jaffré, J. E. Roberts, and C. Serres. Modeling fractures as interfaces for flow and transport in porous media. In Z. Chen and R.E. Ewing, editors, Fluid flow and transport in porous media: mathematical and numerical treatment, number 295 in Contemporary mathematics, pages 13-24. American Mathematical Society, 2002. (PDF)

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Y. Amirat, K. Hamdache, and AH. Ziani. Homogenization of a model of compressible miscible flow in porous media. Rapport de recherche 991, INRIA, Mars 1989. ARCHIVE.

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Y. Amirat. analyse et approximation d'écoulements en milieux poreux n'obéissant pas à la loi de darcy. Rapport de recherche 435, INRIA, Juillet 1985. ARCHIVE.

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P. Armand and J.Ch. Gilbert. A piecewise line-search technique for maintaining the positive definiteness of the updated matrices in the SQP method. Computational Optimization and Applications, 16:121-158, 2000.

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P. Armand, J.Ch. Gilbert, and S. Jan-Jégou. A feasible BFGS interior point algorithm for solving strongly convex minimization problems. SIAM Journal on Optimization, 11:199-222, 2000.

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P. Armand, J.Ch. Gilbert, and S. Jan-Jégou. A BFGS-IP algorithm for solving strongly convex optimization problems with feasibility enforced by an exact penalty approach. Mathematical Programming, 92:393-424, 2002.

[Bamberger and Chavent, 1977]
A. Bamberger and G. Chavent. Sur le problème inverse en sismique. Ann. Sc. Math. Québec, 1(2):153-174, 1977. ARCHIVE.

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A. Bamberger, G. Chavent, and P. Lailly. Une application de la théorie du contrôle à un problème inverse de sismique. Annales de Géophysique, 33(1-2):183-200, 1977. ARCHIVE.

[Bamberger et al., 1978a]
A. Bamberger, G. Chavent, and P. Lailly. Un problème inverse dans l'équation des ondes à une dimension. Revue du Cethedec, 56:91-97, 1978. ARCHIVE.

[Bamberger et al., 1978b]
A. Bamberger, J. Jaffré, and P. Yvon. Punctual control of a vibrating string: numerical analysis. Comp and Math with Appls, 4:113-138, 1978. ARCHIVE.

[Bamberger et al., 1979a]
A. Bamberger, G. Chavent, and P. Lailly. About the stability of the inverse problem in the 1-d wave equation. Journal of Applied Mathematics and Optimisation, 5:1-47, 1979. ARCHIVE.

[Bamberger et al., 1979b]
A. Bamberger, G. Chavent, and P. Lailly. An optimal control solution of the inverse problem of reflection seismics. In Glowinski and Lions, editors, Computing methods in applied sciences and engineering, Proceedings of the fourth International symposium on computing methods in applied sciences and engineering, Versailles, France, December 1979. North-Holland publishing company. ARCHIVE.

[Bamberger et al., 1980]
A. Bamberger, G. Chavent, and P. Lailly. Etude de schémas numériques pour les équations de l'élastodynamique linéaire. Rapport de recherche 41, Inria, octobre 1980. ARMOIRE.

[Bamberger et al., 1982]
A. Bamberger, G. Chavent, P. Lailly, and C. Hemon. Inversion of normal incidence seismograms. Geophysics, 47(5):757-770, May 1982. ARMOIRE.

[Bécache et al., 1995]
E. Bécache, F. Collino, M. Kern, and Patrick Joly. On two migration methods based on paraxial equations in a 3d heterogeneous medium. In S. Hassanzadeh, editor, Mathematical Methods in Geophysical Imaging III, pages 55-67. SPIE, 1995. (PostScript)

[Ben Ameur et al., 1999]
H. Ben Ameur, G. Chavent, and J. Jaffré. Refinement and coarsening of parameterization for the estimation of hydraulic transmissivity. In Inverse problems in engineering - Theory and Practice, 3rd International Conference on Inverse Problems in Engineering: Theory and Practice, pages 105-112, June 13-18 1999. ARMOIRE.

[Ben Ameur et al., 2002]
H. Ben Ameur, G. Chavent, and J. Jaffré. Refinement and coarsening indicators for adaptive parametrization: application to the estimation of hydraulic transmissivities. Inverse Problems, 18:775-794, 2002. (PDF)

[Ben Ameur, 1999]
H. Ben Ameur. Problèmes inverses géométriques en élasticitéet pour les écoulements en milieu poreux. PhD thesis, Ecole Nationale d'Ingénieurs de Tunis, Novembre 1999. ARCHIVE.

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JD Benamou and Y. Brenier. Numerical resolution on a massively parallel computer of a test problem in meteorology using a domain decomposition algorithm. In Ch. Hirsch and al, editors, Computational fluid dynamics'2, volume 2 of Proceedings of the first european computational fluid dynamics conference, pages 859-866, Brussels, Belgium, September 1992. Elsevier. ARCHIVE.

[Benamou and Brenier, 1994]
JD Benamou and Y. Brenier. A domain decomposition method for the polar factorization of vector fields. Contempory Mathematics, 157:231-236, 1994. ARCHIVE.

[Benamou et al., 1994]
J. D. Benamou, G. Chavent, F. Clément, and S. Gómez. Towards MBTT inversion of 2D complex structures: the Marmousi model. 5th annual report, PSI Consortium, IFP, Rueil-Malmaison, France, 1994. (PostScript)

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JD Benamou. Décomposition de domaine pour le réarrangement monotone d'applications vectorielles. CR Acad Sci Paris, 315(1):469-474, 1992. ARCHIVE.

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JD Benamou. Décomposition de domaine pour le contrôle optimal de systèmes gouvernés par des équations aux dérivées partielles elliptiques. CR Acad Sci Paris, 317(1):205-209, 1993. ARCHIVE.

[Benamou, 1994a]
JD Benamou. Domain decomposition methods with coupled transmission conditions for the optimal control of systems governed by elliptic partial differential equations. Rapport de recherche 2246, INRIA, 1994. ARCHIVE.

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JD Benamou. A massively parallel algorithm for the optimal control of systems governed by elliptic p.d.e.'s, September 1994. ARCHIVE.

[Benamou, 1995]
JD Benamou. Big ray tracing : Multivalued travel time field computation using viscosity solutions of the eikonal equation. Rapport de recherche 2688, INRIA, Octobre 1995. ARCHIVE.

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JD Benamou. Multivalued solution and viscosity solutions of the eikonal equation. Rapport de recherche 3281, INRIA, Octobre 1997. ARCHIVE.

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M. Benhamed. Ajustement automatique de la perméabilitéet (ou) de la porositédans un gisement monophasique régi par une équation parabolique quasi-linéaire. Rapport de recherche 244, IRIA, Août 1977. ARCHIVE.

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M. Benhamed. Identification of the frictional slope in unsteady open channel flows using optimal control theory. In R. Glowinsky and J.L. Lions, editors, Computing methods in applied sciences and engineering, Proceedings of the fourth international symposium on computing methods in applied sciences and engineering, pages 195-208, Versailles, France, December 1979. North-Holland. ARCHIVE.

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M.-O. Berger, R. Deriche, I. Herlin, J. Jaffré, and J.-M. Morel, editors. ICAOS'96 : Images, Wavelets and PDEs, Lecture Notes in Control and Information Sciences. INRIA et CEREMADE, Springer, 1996.

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J.F. Bonnans, J.Ch. Gilbert, C. Lemaréchal, and C. Sagastizábal. Numerical Optimization -- Theoretical and Practical Aspects. Springer Verlag, Berlin, 2003.

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Y. Brenier and JP Hennart. Introduction to numerical hyperbolic equations. Technical report, IIMAS-UNAM, 1985. ARCHIVE.

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Y. Brenier and J. Jaffré. Un schéma aux éléments finis décentréphase par phase d'ordre supérieur pour des déplacements multiphasiques. In Finite element methods in flow problems, 6eme colloque international, Antibes, France, June 1986. ARCHIVE.

[Brenier and Jaffré, 1991]
Y. Brenier and J. Jaffré. Upstream differencing for multiphase flow in reservoir simulation. SIAM J. Num Anal, 28(3):685-696, june 1991. ARCHIVE.

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Y. Brenier and S. Osher. Approximate riemann solvers and numerical flux functions. Siam J. Numer. Anal, 23(2):259-273, April 1986. ARCHIVE.

[Brenier, 1981a]
Y. Brenier. Approximation de solutions entropiques d'équations d'évolution semi-linéaires. Rapport de recherche 60, INRIA, Mars 1981. ARCHIVE.

[Brenier, 1981b]
Y. Brenier. Calcul des lois de conservation scalaires par la méthode de transport-écroulement. Rapport de recherche 53, INRIA, Février 1981. ARCHIVE.

[Brenier, 1981c]
Y. Brenier. Une application de la symétrisation se steiner aux équations hyperboliques : la méthode de transport et écroulement. CR Acad Sc. Paris, 292:563-566, March 1981. ARCHIVE.

[Brenier, 1982a]
Y. Brenier. Méthode de transport-ecroulement par déplacement de lignes de niveau appliquée aux écoulements en milieu poreux. Computing Methods in Applied Sciences and Engineering, pages 359-369, 1982. ARCHIVE.

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Y. Brenier. Une équation homologique avec contrainte. CR Acad Sc. Paris, 295:103-106, September 1982. ARCHIVE.

[Brenier, 1983a]
Y. Brenier. A particle method for one dimensional non-linear reaction advection diffusion equations. Technical report, IIMAS-UNAM, 1983. ARCHIVE.

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Y. Brenier. Résolution d'équations d'évolution quasilinéaires en dimension n d'espace à l'aide d'équations linéaires en dimension n+1. J. of Differential Equations, 50(3):375-390, December 1983. ARCHIVE.

[Brenier, 1985a]
Y. Brenier. Averaged multivalued solutions and time discretization for conservation laws. Lectures un Applied Mathematics, 22, 1985. ARCHIVE.

[Brenier, 1985b]
Y. Brenier. Conditions d'entropie et schéma de roe pour les lois de conservation scalaires. Rapport de recherche 423, INRIA, Juillet 1985. ARCHIVE.

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Y. Brenier. Stabilitédu schéma de glimm roe pour les systèmes de lois de conservation. Rapport de recherche 413, INRIA, Juin 1985. ARCHIVE.

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Y. Brenier. Une méthode particulaire pour les équations non linéaires de diffusion convection en dimension un. Rapport de recherche 422, INRIA, Juillet 1985. ARCHIVE.

[Brenier, 1987a]
Y. Brenier. A combinatorial algorithm for the euler equations of incompressible flows. In 8th International Conference on Computing methods in applied sciences and Engineering, Versailles, France, 1987. ARCHIVE.

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Y. Brenier. Décomposition polaire et réarrangement monotone des champs de vecteurs. CR Acad Sci Paris, 305(1):805-808, 1987. ARCHIVE.

[Brenier, 1989]
Y. Brenier. Une formulation de type vlassov-poisson pour les equations d'euler des fluides parfaits incompressibles. Rapport de recherche 1070, INRIA, 1989. ARCHIVE.

[Bunks et al., 1995]
C. Bunks, F. M. Saleck, and S. Zaleski andG. Chavent. Multiscale seismic waveform inversion. Geophysics, 60(5):1457-1473, 1995. ARMOIRE.

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J. Burger and G. Chavent. Identification de paramètres répartis dans les équations aux dérivées partielles. RAIRO Automatique-systems Analysis and control, 13(2):115-126, 1979. ARMOIRE.

[Byrd et al., 2000]
R.H. Byrd, J.Ch. Gilbert, and J. Nocedal. A trust region method based on interior point techniques for nonlinear programming. Mathematical Programming, 89:149-185, 2000.

[Chardaire et al., 1990]
C. Chardaire, G. Chavent, J. Jaffré, and J. Liu. Multiscale representation for simultaneous estimation of relative permeabilities and capillary pressure (preprint SPE 20501). In Proceedings of the 65th SPE Annual Technical Conference and Exhibition, New Orleans, Louisiana, 1990. ARMOIRE.

[Chardaire et al., 1992a]
C. Chardaire, G. Chavent, J. Jaffré, and J. Liu. Relative permeabilities and capillary pressure estimation through least square fitting. In P. King, editor, Proceedings of the first ECMOR Conference : The Mathematics of Oil Recovery, pages 721-734. Clarendon Press, Oxford, 1992. ARMOIRE.

[Chardaire et al., 1992b]
C. Chardaire, G. Chavent, J. Jaffré, J. Liu, and B. Bourbiaux. Simultaneous estimation of relative permeabilities and capillary pressure. SPE Formation Evaluation, 7:283-289, 1992. ARMOIRE.

[Chardaire et al., 1992c]
C. Chardaire, P. Forbes, J.F. Zhang, G. Chavent, and R. Lenormand. Improving the centrifuge technique by measuring local saturations. In the 67th Annual Technical Conference and Exhibition of SPE, Washington, DC, October 1992. ARMOIRE.

[Chauvier et al., 1998]
L. Chauvier, G. Damy, J.Ch. Gilbert, and N. Pichon. Optimal control of a deep-towed vehicle by optimization techniques. In Proceedings of the IEEE/OES Conference "Oceans'98", Nice, France, pages 1634-1639, 1998. (PostScript)

[Chauvier et al., 2003]
L. Chauvier, A. Fuduli, and J.Ch. Gilbert. A truncated SQP algorithm for solving nonconvex equality constrained optimization problems. In G. Di Pillo and A. Murli, editors, High Performance Algorithms and Software for Nonlinear Optimization, pages 146-173. Kluwer Academic Publishers B.V., 2003.

[Chauvier, 2000]
L. Chauvier. Commande optimale d'engins sous-marins avec contraintes. Thèse de doctorat, Université Paris I (Panthéon-Sorbonne), 2000. (PostScript)

[Chavent and Bissell, 1998]
G. Chavent and R. Bissell. Indicators for the refinement of parameterization. In M. Tanaka & G.S. Dulikravich, editor, Inverse Problems in Engineering Mechanics, pages 309-314. Elsevier, 1998. (Proceedings of the third International Symposium on Inverse Problems ISIP'98 held in Nagano, Japan) ARMOIRE. (PostScript)

[Chavent and Burger, 1979]
G. Chavent and J. Burger. Identification de paramètres répartis dans les équations aux dérivées partielles. Rairo Automatique, 13(2):115-126, 1979.

[Chavent and Ciligot-Travain, 1970]
G. Chavent and G. Ciligot-Travain. Identification des systèmes. Supplément du bulletin 5, IRIA, 1970. ARCHIVE.

[Chavent and Clément, 1993]
G. Chavent and F. Clément. Waveform inversion through MBTT formulation. Rapport de recherche 1839, INRIA, Janvier 1993. ARMOIRE.

[Chavent and Clément, 1998]
G. Chavent and F. Clément. Seismic inversion in the presence of multiple reflections: the tabular 2D case. In J. A. DeSanto, editor, Proc. of the 4th Internat. Conf. on Mathematical and Numerical Aspects of Wave Propagation, pages 493-495. Soc. Industr. Appl. Math., 1998. ARCHIVE.

[Chavent and Cockburn, 1987]
G. Chavent and B. Cockburn. Consistance et stabilitédes schémas lrg pour les lois de conservation scalaire. Rapport de recherche 710, INRIA, Juillet 1987. ARMOIRE.

[Chavent and Cockburn, 1989]
G. Chavent and B. Cockburn. The local projection p0-p1 discontinuous-galerkin finite element method for scalar conservation laws. M2AN, 23(4):565-592, 1989. ARMOIRE.

[Chavent and Cohen, 1978]
G. Chavent and G. Cohen. Numerical approximation and identification in a 1-d parabolic degenerated non-linear diffusion and transport equation. In J. Stoer, editor, Lecture Notes in Control and Information Sciences, volume 6-1 of Proceedings of the 8th IFIP Conference on Optimization Techniques, pages 282-293, Würzburg, 1978. IFIP, Springer-Verlag. ARMOIRE.

[Chavent and Jacewitz, 1995]
G. Chavent and C.A. Jacewitz. Determination of background velocities by multiple migration fitting. Geophysics, 60:476-490, 1995. ARMOIRE.

[Chavent and Jaffré, 1984]
G. Chavent and J. Jaffré. Modelling black oil with the global pressure. Communication àEuromech 178, The mechanics of oil recovery, Avril 1984. ARCHIVE.

[Chavent and Jaffré, 1986]
G. Chavent and J. Jaffré. Mathematical Models and Finite Elements for Reservoir Simulation. Studies in Mathematics and its applications. North Holland, Amsterdam, 1986. ARMOIRE.

[Chavent and Kunisch, 1992]
G. Chavent and K. Kunisch. State space regularization : geometric theory. Rapport de recherche 1730, INRIA, Juin 1992. ARCHIVE.

[Chavent and Kunisch, 1993a]
G. Chavent and K. Kunisch. A geometric theory for the L 2-stability of the inverse problem in a one-dimensional elliptic equation from an H 1 observation. Journal of Applied Mathematics and Optimization, 27:231-260, 1993. ARCHIVE.

[Chavent and Kunisch, 1993b]
G. Chavent and K. Kunisch. Regularization in state space. M2AN, 27:535-564, 1993. ARMOIRE.

[Chavent and Kunisch, 1994]
G. Chavent and K. Kunisch. Convergence of Tikhonov regularization for constrained ill-posed inverse problems. Inverse Problem, 10:63-76, 1994. ARMOIRE.

[Chavent and Kunisch, 1996a]
G. Chavent and K. Kunisch. Regularization of linear least squares problems by total bounded variation. Technical Report 9629, Ceremade, December 1996. ARCHIVE.

[Chavent and Kunisch, 1996b]
G. Chavent and Karl Kunisch. On weakly nonlinear inverse problems. SIAM Jl on Applied Mathematics, 56(2):542-572, April 1996. ARMOIRE.

[Chavent and Kunisch, 1997]
G. Chavent and K. Kunisch. Regularization of linear least squares problems by total bounded variation. ESAIM: COCV, 2:359-376, December 1997. ARCHIVE.

[Chavent and Kunisch, 1998]
G. Chavent and K. Kunisch. State space regularization : geometric theory. Applied Math. and Opt., 37:243-267, 1998. ARMOIRE.

[Chavent and Kunisch, 1999]
G. Chavent and K. Kunisch. New results on the non-linearity and the sensitivity of the estimation of the diffusion coefficient in a 2d elliptic equation. In 3rd International Conference on Inverse Problems in Engineering: Theory and Practice, pages 91-96, June 13-18 1999. ARMOIRE.

[Chavent and Kunisch, 2000]
G. Chavent and K. Kunisch. The output least squares identifiability of the diffusion coefficient from an H1-observation in a 2-D elliptic equation. Rapport de recherche 4067, INRIA, 2000. (PostScript)

[Chavent and Lemmonier, 1972]
G. Chavent and P. Lemmonier. Une nouvelle méthode d'ajustement automatique des modèles de gisement àproduction monophasique. rapport d'étude, IRIA IFP, avril 1972. ARCHIVE.

[Chavent and Lemmonier, 1974]
G. Chavent and P. Lemmonier. Identification de la non linéaritéd'une équation parabolique quasilinéaire. Applied Mathematics and Optimization, 1(2):121-162, 1974. ARMOIRE.

[Chavent and Lemonnier, 1975]
G. Chavent and P. Lemonnier. Estimation des perméabilités relatives et de la pression capillaire dans un écoulement diphasique. In A. Bensoussan and J.L. Lions, editors, Lecture Notes in Economics and Mathematical Systems, volume 107. Springer, 1975. ARMOIRE.

[Chavent and Liu, 1989]
G. Chavent and J. Liu. Multiscale parametrization for the estimation of a diffusion coefficient in elliptic and parabolic problems. In IFAC Symposium on Control of Distributed Param. Sys., June 1989. ARMOIRE.

[Chavent and Plessix, 1996]
G. Chavent and R.E. Plessix. A time domain derivation of optimal and suboptimal Kirchhoff quantitative migration via a least squares approach. Rapport de recherche 2967, INRIA, Septembre 1996. ARMOIRE.

[Chavent and Plessix, 1999]
G. Chavent and R.E. Plessix. An optimal true amplitude least squares prestack depth migration operator. In Geophysics, number 64 in 2, pages 508-515, 1999. ARMOIRE.

[Chavent and Roberts, 1991]
G. Chavent and J. Roberts. A unified physical presentation of mixed, mixed-hybrid finite elements and standard finite difference approximations for the determination of velocities in waterflow problems. Advances in Water Ressources, 14(6):329-348, December 1991. ARMOIRE.

[Chavent and Salzano, 1982]
G. Chavent and G. Salzano. A finite element method for the 1-D water flooding problem. Journal of Computational Physics, 45:307-344, 1982. ARMOIRE.

[Chavent and Salzano, 1985]
G. Chavent and G. Salzano. Un algorithme pour la détermination de perméabilités relatives triphasiques satisfaisant une condition de différentielle totale. Rapport de recherche 355, INRIA, janvier 1985. ARCHIVE.

[Chavent et al., 1975]
G. Chavent, P. Lemmonier, and M. Dupuy. History matching by use of optimal control theory. Society of Petrolum Engineers Journal, 1:74-86, february 1975. ARMOIRE.

[Chavent et al., 1979]
G. Chavent, A. Poujol, and G. Zwingelstein. Identification et commande d'une colonne d'extraction liquide-liquide. Groupe de travail : Système àparamétres répartis, séminaire AFCET, mai 1979. ARCHIVE.

[Chavent et al., 1980]
G. Chavent, G. Cohen, and M. Espy. Determination of relative permeabilities and capillary pressure by an automatic adjustement method. In 55th Annual Fall Technical Conference and Exhibition of the Society of Petrolum Engineers of AIME (Dallas), September 1980. (Preprint SPE 9237) ARMOIRE.

[Chavent et al., 1984a]
G. Chavent, G. Cohen, and J. Jaffré. Discontinuous upwinding and mixed finite elements for two-phase flows in reservoir simulation. Computer Methods in Applied Mechanics and Engineering, 47:93-118, 1984. ARMOIRE.

[Chavent et al., 1984b]
G. Chavent, G. Cohen, J. Jaffre, M. Dupuy, and I. Ribera. Simulation of two-dimensional waterflooding by using mixed finite elements. Society of petroleum engineers journal, pages 382-390, 1984. ARMOIRE.

[Chavent et al., 1986a]
G. Chavent, B. Cockburn, G. Cohen, and J. Jaffre. A discontinuous finite element method for nonlinear hyperbolic equations. In Shaw et al, editor, innovative numerical methods in engineering, Proc. of the 4th international symposium, pages 337-342, Atlanta, Georgia, USA, March 1986. Springer Verlag. ARMOIRE.

[Chavent et al., 1986b]
G. Chavent, G. Cohen, and J. Jaffré. A finite element simulator for incompressible two-phase flow. In Yoshi K. Sasaki, editor, Variational methods in geosciences, volume 5 of Developments in Geomathematics, pages 265-277, Oklahoma, October 85 1986. Elsevier. ARCHIVE.

[Chavent et al., 1987]
G. Chavent, G. Cohen, and J. Jaffré. A finite element simulator for incompressible two-phase flow. Transport in porous media, 2:465-478, 1987. ARMOIRE.

[Chavent et al., 1989]
G. Chavent, P. Hemmerich, J. Jaffré, and J. Planchard. An off-line calibration method to improve the accuracy of a PWR reactor diffusion model. In G.M. Carlomagno and C.A. Brebbia, editors, Computers and Experiments in Fluid Flow. Springer-Verlag, Berlin, 1989. ARCHIVE.

[Chavent et al., 1990a]
G. Chavent, G. Cohen, J. Jaffré, R. Eymard, D. Guérillot, and L. Weill. Discontinuous and mixed finite elements for two-phase incompressible flow. SPE Resevoir Engineering Journal, 5:567-575, 1990. ARMOIRE.

[Chavent et al., 1990b]
G. Chavent, P. Hemmerich, J. Jaffré, and J. Planchard. Ajustement des données neutroniques et perturbations inverses. In EDF Bulletin de la Direction des Etudes et Recherches, number 2 in A nucléaire, hydraulique, thermique, pages 19-23, 1990. ARCHIVE.

[Chavent et al., 1990c]
G. Chavent, R. Mosé, and Ph. Ackerer. An application of the mixed-hybrid finite element approximation in a 3-dimensional model for groundwater flow and quality modelling. In Proceedings of the 8th International Conference on Computational Methods for Water Resource, Venice, Italy, June 11-15 1990. ARCHIVE.

[Chavent et al., 1991]
G. Chavent, P. Hemmerich, J. Jaffré, and J. Planchard. Adjustement of a PWR diffusion model using generalized perturbation theory. In Proceedings od the International Topical Meeting on Advances Mathematics, Computation and Reactor Physics, pages 459-466, Pittsburg, Pennsylvania, USA, April 1991. ARCHIVE.

[Chavent et al., 1994a]
G. Chavent, F. Clément, and S. Gómez. En route to waveform inversion by MBTT formulation: Optimization for one shot and gradient for multiple shots. Rapport de recherche 2150, INRIA, 1994. ARMOIRE.

[Chavent et al., 1994b]
G. Chavent, J. Zhang, and C. Chardaire. Estimation of mobilities and capillary pressure from centrifuge experiments. In Bui et al, editor, Inverse Problems in Engineering Mechanics, pages 265-287. Balkema, 1994. (Proceedings of the second International Symposium in Inverse Problems ISIP'94) ARMOIRE.

[Chavent et al., 1995a]
G. Chavent, F. Clément, and S. Gómez. Waveform inversion by MBTT formulation. In Proc. of the 3rd Internat. Conf. on Mathematical and Numerical Aspects of Wave Propagation Phenomena, pages 1179-1182. Soc. Industr. Appl. Math., 1995. ARCHIVE.

[Chavent et al., 1995b]
G. Chavent, F. Clément, S. Gómez, and B. Lavaud. Acoustic waveform inversion via migration-based traveltime formulation: simple and complex structures. In A. S. Alekseev and N. S. Bakhvalov, editors, Proc. of the Internat. Conf. on Advanced Mathematics, Computation and Application, pages 273-285. NCC publisher, 1995. ARCHIVE.

[Chavent et al., 1995c]
G. Chavent, J. Jaffré, and J. E. Roberts. Mixed-hybrid finite elements and cell-centered finite volumes for two-phase flow in porous media. In A. Bourgeat, C. Carasso, S. Luckhaus, and A. Mikelic, editors, Mathematical Modelling of Flow Through Porous Media, pages 100-114. World Scientific, Singapore, 1995.

[Chavent et al., 1996a]
G. Chavent, F. Clément, and S. Gomez. Mise en oeuvre de la méthode MBTT pour un modèle acoustique par différences finies. Rapport de recherche 2860, Inria, 1996. ARMOIRE.

[Chavent et al., 1996b]
G. Chavent, F. Clément, S. Gómez, and B. Lavaud. A formulation in the time domain for the acoustic waveform inversion: synthetic examples. In D. Lee, Y.-H. Pao, M. H. Schultz, and Y.-C. Teng, editors, Proc. of the 2nd Internat. Conf. on Theoretical and Computational Acoustics, pages 297-311. World Scientific Publishing Co, 1996. ARCHIVE.

[Chavent et al., 1996c]
G. Chavent, Karl Kunisch, and Jean E. Roberts. Primal-dual formulation for parameter estimation problems. Rapport de recherche 2891, INRIA, Mai 1996. ARCHIVE. (PostScript)

[Chavent et al., 1996d]
G. Chavent, G. Papanicolaou, P. Sacks, and W. Symes, editors. Inverse Problems in Wave Propagation, volume 90 of IMA Volumes in Mathematics and Applications. IMA, 1996.

[Chavent et al., 1997a]
G. Chavent, J. Jaffré, S. Jégou, and J. Liu. A symbolic code generator for parameter estimation. In M. Berz, C. Bischof, G. Corliss, and A. Griewank, editors, Computational Differentiation, pages 129-136. SIAM, 1997. ARMOIRE.

[Chavent et al., 1997b]
G. Chavent, J. Jaffré, and J. Roberts. Generalized cell-centered finite volume methods : application to two-phase flow in porous media. In M.-O. Bristeau, G. Etgen, W. Fittzgibbon, J.-L. Lions, J. Périaux, and M.-F. Wheeler, editors, Computational Science for the 21st Century, pages 231-241. John Wiley, Chichester, England, 1997. ARMOIRE.

[Chavent et al., 1998]
G. Chavent, F. Clément, and S. Gomez. Migration-Base Travel time Waveform Inversion of 2D Simple Structures: the Synclay Model. rapport de recherche 3502, INRIA, Oct. 1998. ARMOIRE. (PostScript)

[Chavent et al., 1999a]
G. Chavent, J. Jaffré, and S. Jan-Jégou. Estimation of relative permeabilities in three-phase flow in porous media. Inverse Problems, 15:33-39, 1999. ARMOIRE.

[Chavent et al., 1999b]
G. Chavent, K. Kunisch, and J.E. Roberts. Primal dual formulation for parameter estimation problems. In M.A. Raupp, J. Douglas Jr, J. Koiller, and G.P. Menzala, editors, Computational and Applied Mathematics, volume 18-2, pages 173-229, 1999. ARMOIRE.

[Chavent et al., 1999c]
G. Chavent, A. Younes, R. Mose, and P. Ackerer. On the finite volume reformulation of the mixed finite elements method on triangles. Rapport de Recherche 3769, INRIA, September 1999. ARMOIRE. (PostScript)

[Chavent, 1969]
G. Chavent. Sur une méthode de résolution du problème inverse dans les equations aux dérivées partielles paraboliques. CRAS, 269:1135-1138, décembre 1969. ARMOIRE.

[Chavent, 1970a]
G. Chavent. Deux résultats sur le problème inverse dans les équations aux dérivées partielles du deuxième ordre en t et sur l'unicitéde la solution du problème inverse de la diffusion. CR Acad Sc Paris, 270:25-28, Janvier 1970. ARCHIVE.

[Chavent, 1970b]
G. Chavent. Quelques méthodes applicables à l'identification de paramètres répartis dans les équations aux dérivées partielles. Rapport INF 7008, IRIA, Mai 1970. ARCHIVE.

[Chavent, 1970c]
G. Chavent. Une méthode de résolution de problème inverse dans les équations aux dérivées partielles. Bulletin de l'académie Polonaise des sciences, 18(8):99-105, 1970. ARCHIVE.

[Chavent, 1971]
G. Chavent. Identification de coefficients répartis dans les Equations aux dérivées partielles. PhD thesis, Facultédes sciences de Paris, Mai 1971. ARCHIVE.

[Chavent, 1974]
G. Chavent. Identification of functional parameters in partial differential equations. In Goodson and Polis, editors, Identification of parameters in distributed systems, pages 31-48, University of Texas, Austin, June 1974. Symposium of the American Automatic control council. ARCHIVE.

[Chavent, 1976]
G. Chavent. A new formulation of diphasic incompressible flow in porous media. In Applications of Methods of Functionnal Analysis to Problems of Mechanics, pages 258-270, 1976. ARMOIRE.

[Chavent, 1977a]
G. Chavent. About the identification and modelling of miscible or immiscible displacements in porous media. In Springer, editor, Lecture notes in Control an Information Sciences, volume 1, 1977. ARMOIRE.

[Chavent, 1977b]
G. Chavent. Un théorème d'existence dans une inéquation variationnelle parabollique dégénérée modélisant le déplacement d'un fluide par un autre non-miscible. Rapport de recherche 560, IRIA, Novembre 1977. ARCHIVE.

[Chavent, 1979a]
G. Chavent. About the stability of the optimal control solution of inverse problems. In G. Anger, editor, Proceedings of conf Math and Num Methods for inverse and improperly posed problems, pages 45-58, 1979. ARCHIVE.

[Chavent, 1979b]
G. Chavent. Identification et commande d'une colonne d'extraction liquide-liquide. In Génie chimique et systèmes à paramètres rpartis, Groupe de travail systèmes à paramètres répartis. AFCET, 1979. ARCHIVE.

[Chavent, 1979c]
G. Chavent. Identification of distributed parameter systems : about the output least square method, its implementation and identifiability. In IFAC Symposium on Identification, pages 85-97. Pergamon Press, 1979. ARMOIRE.

[Chavent, 1980]
G. Chavent. Finite element method for the water flooding problem. In Computing methods in applied sciences and engineering, Proceedings of the Fourth International Symposium on Computing Methods in Applied Sciences and Engineering, Versailles, France, December 1980. North-Holland. ARCHIVE.

[Chavent, 1981]
G. Chavent. The global pressure, a new concept for the modelization of compressible two-phase flows in porous media. In Flow and Transport in porous Media, A. Verruijt and F. Barends eds., Balkema, pages 191-198, 1981. (Proceedings of euromech) ARMOIRE.

[Chavent, 1982]
G. Chavent. The pseudo-global pressure for three-phase flows through porous media. Lawrence Berkeley Laboratory, University of California, July 1982. ARCHIVE.

[Chavent, 1983a]
G. Chavent. Local stability of the output least square parameter estimation technique. Mat. Aplic. Comp., 2:3-22, 1983. ARMOIRE.

[Chavent, 1983b]
G. Chavent. Simulation de puits dans les modèles de reservoirs aux éléments finis. In R. Glowinski and J.L. Lions, editors, Comptes rendus du 6ème colloque international sur les méthodes de calcul scientifique et technique, 1983. ARCHIVE.

[Chavent, 1983c]
G. Chavent. Stability of parameters estimated by the output least square method. In G. Hammerlin and K.H. Hoffman, editors, Improperly posed problems and their numerical treatment, pages 37-45, Oberwolfach, 1983. ARCHIVE.

[Chavent, 1985]
G. Chavent. On parameter identifiability. In Barker and Young, editors, Identification and system parameter estimation, Proceedings of the 7th IFAC symposium, York, UK, July 1985. Pergamon press. ARMOIRE.

[Chavent, 1986]
G. Chavent. Identifiability of parameters in the output least square formulation. In E. Walter, editor, Structural Identifiability of Parametrics Model, chapter 6, pages 67-74. Pergamon Press, 1986. ARMOIRE.

[Chavent, 1987a]
G. Chavent. A geometrical approach for the a priori study of non-linear inverse problems. Inverse Problems, pages 509-521, 1987. ARCHIVE.

[Chavent, 1987b]
G. Chavent. New trends in identification of distributed parameter systems. In proceeding of the 10th IFAC world Congress, 1987. ARMOIRE.

[Chavent, 1988]
G. Chavent. On the uniqueness of local minima for general abstract non-linear least square problems. Inverse problems, 4:417-433, 1988. (Preprint Rapport de recherche Inria no 645) ARMOIRE.

[Chavent, 1989]
G. Chavent. Une remarque sur le prolongement par symétrie des formulations variationnelles et son application àla vectoration. Rapport de recherche 1015, INRIA, Avril 1989. ARMOIRE.

[Chavent, 1990a]
G. Chavent. A new sufficient condition for the wellposedness of non-linear least-square problems arising in identification and control. In A. Bensoussan and J.L. Lions, editors, Analysis and Optimization of Systems, pages 452-463. Springer, 1990. Lecture Notes in Control and Information Sciences 144 (Preprint rapport INRIA 1121, nov. 89) - ARMOIRE.

[Chavent, 1990b]
G. Chavent. A non-linear least square theory for inverse problems. In P.C. Sabatier, editor, Inverse Methods in Action, pages 78-84. Springer-Verlag, 1990. ARMOIRE.

[Chavent, 1991a]
G. Chavent. A geometrical theory for nonlinear least-squares problems. In Control Theory of Distributed Parameter Systems and Application, pages 14-27. X. Li and J. Yong (Eds), Lecture Notes in Control and Information Sciences 159, Springer, 1991. (Paper presented at the IFIP-TC 7 Conference on Control Theory of Distributed Parameter Systems and Application, Shangai, China, May 6-9 1990) ARMOIRE.

[Chavent, 1991b]
G. Chavent. New size times curvature conditions for strict quasiconvexity of sets. SIAM Journal on Control and Optimization, 29(6):1348-1372, Nov 1991. ARCHIVE.

[Chavent, 1991c]
G. Chavent. On the theory and practice of nonlinear least squares. Advances in Water Resources, 14(2):55-63, April 1991. ARMOIRE.

[Chavent, 1991d]
G. Chavent. Quasi-convex sets and size times curvature condition ; application to non-linear inversion. Applied Mathematics and Optimization, 24:129-169, 1991. ARMOIRE.

[Chavent, 1993a]
G. Chavent. Approximation des équations aux dérivées partielles : méthodes aux différences finies. In Les Techniques de l'Ingénieur, traité, chapter Généralités, pages A550-1,23. Les Techniques de l'Ingénieur, Paris, 1993. ARCHIVE.

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G. Chavent. A time domain derivation of the Kirchhoff migration as the gradient of a data misfit function. Rapport de recherche 1928, Inria, 1993. ARMOIRE.

[Chavent, 1995a]
G. Chavent. Generalized sentinels defined via least squares. Applied Mathematics and Optimization, 31:189-218, 1995. ARMOIRE.

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G. Chavent. Strategies for the regularization of nonlinear least squares problems. In H. W. Engl and W. Rundell, editors, Inverse Problems in Diffusion Processes, pages 217-232. Siam, 1995. Proceedings of the GAMM-SIAM Symposium - ARMOIRE.

[Chavent, 1996]
G. Chavent. Duality methods for waveform inversion. Rapport de recherche 2975, INRIA, Septembre 1996. ARMOIRE. (PostScript)

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G. Chavent. Least squares, sentinels and substractive optimally localized average. In Colloque JLL70, 26-27 Mai 1998. (PostScript)

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V. A. Cheverda, F. Clément, V. G. Khaidukov, and V. I. Kostin. Linearized inversion of data of multi-offset data for vertically inhomogeneous background. Journal of Inverse and Ill-Posed Problems, 5:453-484, 1998. ARCHIVE.

[Clément and Chavent, 1992]
F. Clément and G. Chavent. Waveform inversion through MBTT formulation. Annual Report, PSI Consortium, IFP, Rueil-Malmaison, France, 1992. (Preprint : technical report 1839, INRIA, january 93) ARCHIVE.

[Clément and Chavent, 1999a]
F. Clément and G. Chavent. Inversion for velocities in tabular media in the presence of multiple reflections. In 61st Mtg. Eur. Assoc. of Geoscient. and Eng., Abstracts, 1999. ARCHIVE.

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F. Clément and G. Chavent. Waveform inversion of real CMP gathers. In Proceedings of the Fall Meeting of the SEG, Houston, 1999. ARMOIRE.

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F. Clément, G. Chavent, and S. Gómez. Migration-based traveltime waveform inversion of 2-D simple structures: A synthetic example. Geophysics, 66(3), 2001. To appear.

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F. Clément. Une formulation en temps de parcours par migration pour la détermination des vitesses de propagation acoustique àpartir de données sismiques bidimensionnelles.. Thèse de doctorat, UniversitéParis 9, 1994. ARCHIVE.

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F. Clément. Inversion sismique en milieu stratifié. In Actes du 30e congrès national d'analyse numérique, pages 103-105. SMAI, 1998. ARCHIVE.

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J.M. Cognet, Y.H. De Roeck, G. Chavent, and H. Nouzé. Model based depth imaging by Migration Based Travel Time. In Proceedings of the Fall Meeting of the SEG, Houston, 1999. ARCHIVE.

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J.-M. Cognet. Inversion sismique : identification du signal source et modélisation des réflexions multiples. Thèse, Paris-IX Dauphine, 2001.

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F. Collino and B. Lavaud. Peut-on obtenir des amplitudes correctes avec les équations paraxiales ? Rapport de recherche 3004, Inria, Octobre 1996. (PostScript)

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N. D'albrand, D. Begis, G. Chavent, and J. Gunther. Validation of measurements used to solve ventilation problems. In Fourth International Mine Ventilation Congress, July 1988. ARMOIRE.

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Y.-H. De Roeck, G. Chavent, J.-M. Cognet, C. Leleu, and F. Clément. Identification of the seismic source wavelet via the migration based travel time formulation. In 68th Annual Internat. Mtg., Soc. Expl. Geophys., Expanded Abstracts, 1998. ARCHIVE.

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J. Douglas Jr, J. Hensley, Y. Wei, J. Jaffré, P.G. Paes Leme, T. Ramakrishnan, and D. Wilkinson. A derivation for Darcy's law for miscible fluids and a revised model for miscible displacement in porous media. In T.F. Russel et al., editor, Mathematical Modeling in Water Ressources Vol. 2, pages 165-178. Elsevier Applied Science, Southampton, 1992. ARCHIVE.

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J. Jaffré and J.-L. Vaudescal. Arnoldi's method for two-group neutron diffusion. In H. Kusters, E. Stein, and W. Werner, editors, Proceedings of the International Conference on Mathematical Methods and Supercomputing in Nuclear Applications, Karlsruhe, Germany, pages 512-520. Kernforschungszentrum and Karlsruhe, 1992. ARCHIVE.

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B. Lavaud, N. Kabir, and G. Chavent. Pushing AVO inversion beyond linearized approximation. J. of seismic Exploration, 8:279-302, 1999. ARMOIRE.

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