J. Ben-abdallah, Inver&ion gaus&ienne appliquee la correction parametrique de module& structuraw, 1995.

J. Ben-abdallah, M. Bonnet, and M. Reynier, Analyse de la localisation par l'erreur en relaUon de comportement, Private COinmunication, 1998.

M. Bonnet, Boundary Integral Equations, CNRS Editions/Eyrolles, 1995.

H. D. Bu1, Introduction aw: problemes invene& en mecanique des materiaux, Eyrolles, English Version: Inverse Problems in the Mechanics of Materials, An Introduction, 1993.

A. C. Deron, On an Inverse Boundary Value Problem, Seminar on numerical analysis and its application to continuum physics, Soc. Brasiliera de Matematica, pp.65-73, 1980.

A. Constantinescu, Sur l'identification de& module& ela&tiques1 PhD Thesis, Ecole Poly technique, 1994.

A. Constantinescu, On the identification of elGStic moduli from displacement-force bound ary meGSurements, Int. J. of Inverse Problems in Engineering, vol.1, pp.293-315, 1995.

A. Constantinescu, On the identification of ela&tic moduli in plates, J Inverse Prob lems in Engineering Mechanics, pp.205-215, 1998.

M. Ikehata, Inver&ion for the linearized problem for an inverse boundary value problem in elashc prospection, SIAM J. Appl. Math, vol.50, p.1635, 1990.

M. Ikehata, Identification of the shape of the inclusion hatJing esssentially bounded con ductivity, J. Inv. lll-Posed Problems, vol.7, pp.533-540, 1999.

M. Ikehata, Size estimation of an inclusion, J. Inv. Ill-Posed Problems, vol.6, pp.95-172, 1998.

R. Kahn and . Mckenney, Numerical implementation of a variational method for electric impedance tomography, Inverse Problems, vol.8, pp.389-414, 1990.

R. V. Kohn and M. Vogelius, Determining co nductivity by boundary meGSurements, Comm. Pure Appl. Math, vol.27, pp.289-298, 1984.

R. V. Kahn and M. Vogelius, Relaxation of a variational method for impedance computed tomography, Comm. Pure Appl. Math, vol.15, pp.745-777, 1987.

D. Isaacson and E. L. Isaacson, Comments on Calderon's Paper "On an Inverse Boundary Value Problem, Math. Compt, vol.52, p.553, 1989.

G. Nakamura and G. Uhlmann, Identification of Lame parameters by boundary mea&ure ments, Invent. Math, vol.115, pp.1161-1188, 1994.

P. Ladeveze and D. Leguillon, Error utinwtes procedures in the finite element method and appliadions, SIAM J. Math. Anal, vol.21, pp.263-279, 1995.

P. Ladeveze, M. Reynier, and D. Nedjar, Parametric corrections of finite element model$ wing modal tests, IUTAM 1992 Symposium, vol.199

G. Nakamura and G. Uhlmann, Global uniqueness for an inverse boundary problem am ing in elasticity, Invent. Math, vol.118, pp.457-474, 1994.

G. Nakamura and G. Uhlmann, Inverse problem at the boundary of an elastic medium, SIAM J. Math. Anal, vol.28, pp.263-279, 1995.

A. C. Neves and C. A. Brebbia, The multiple reciproci ty method applied to thermal stress problems, Int. J. Nwner. Methods. Eng, vol.15, pp.443-455, 1992.

A. Nowak and C. A. Brebbja, The multiple-reciprocity method. A new approach for trans· forming BEM domain integral.s to the boundary, Eng. Anal. Boundary Elements, vol.26, pp.263-279, 1995.