[17] C. Daveau, A. Khelifi, " On a inverse problem of reconstructing an unknown coefficient in a second order hyperbolic equation from partial boudary measurements'', The proceedings of International Conference on Inverse Problems 2010, China.
[16] C. Daveau, A. Khelifi, "On an inverse problem for a linear heat conduction problem'', ISAAC09,  
London, 2009.
[15] C. Daveau, A. Khelifi, Anton Sushchenko, " Numerical results for reconstruction of closely spaced small
inhomogeneities  via boundary measurements for the full Time dependent Maxwell's equations in 3D'', Sueden, Enumath, june 2009.
[14] C. Daveau, A. Khelifi, Anton Sushchenko, " Reconstruction of closely spaced small inhomogeneities
via boundary measurements for the full Time dependent Maxwell's equations, Aplimat, fev 2009, Bratislava.

[13]  C. Daveau, A. Khelifi, Anton Sushchenko," An inverse problem of identifying locations of small
volume perturbations of the refractive index for the acoustic equation at fixed frequency", CIRM09, Marseilles, fev 2009.
[12] C. Daveau, A. Khelifi, Anton Sushchenko," An inverse problem of identifying locations of small
volume perturbations of the refractive index for the acoustic equation at fixed frequency", Optimization and 
Inverse Problems in Electromagnetism, OIPE 2008 , Germany.
[11] C. Daveau, A. Zaghdani, "  A hp-discontinuous Galerkin method for the time-dependent  Maxwell's
equation: a priori error estimate",  Sixth (6th) International Conference of Numerical Analysis and Applied
Mathematics, ICNAAM, Greece, 2008, [PDF].
[10] RENARD F., NGUYEN M.K., SUSHCHENKO A., DAVEAU C., "NEW METHODS FOR NON DESTRUCTIVE EVALUATION  USING 
SCATTERED GAMMA RAY", Journées COFREND, Toulouse 2008.
[9] C. Daveau, A. Zaghdani, "La methode discontinue de Galerkin pour les equations de Maxwell'', CANUM, avril 2006.  
[8] C. Daveau, A. Zaghdani, " Etude d'une formulation discontinue couplée avec une méthode des éléments finis 
pour les équations de Maxwell",Congrès de Mathématiques appliquees et industrielles, SMAI 2005.  
[7] C. Daveau, M. Menad, " Etude de formulations mixtes pour le problème de la magnétostatique", Congrès de Mathématiques appliquees et industrielles, SMAI 2005. 
[6] TRUONG T.T., NGUYEN M.K., BUI H.D., DAVEAU C., "Determination of the electronic density in a medium by an inverse method based on double-compton scattering in transmission imaging", in 4th International Conference on Inverse Problems in Engineering : Theory and Practice. Rio de Janeiro, Brazil, 26-31 may 2002. Ed. H.R.B. Orlande, E-papers, Rio de Janeiro, Brazil, 405-412 (2002).    
[5] C. Daveau, L. Hamouda, " Three dimensional Computation For Magnetostatic Problem",  Fourth Int. Congress for Industrial and Applied Mathematics, Edinburg, Scotland, 1999.            
[4] C. Daveau, " Mixed formulation involving the magnetic induction in magnetostatics, Congrès d'analyse numérique, Toulouse, 1999.     
[3] B. Bandelier, C. Daveau, F. Rioux-Damidau, ''Specific Formulation for High Frequency Eddy-Current,'' IEEE CEFC'98 The Eighth biennial IEEE Conference on Electromagnetic Field Computation, June 1-3, 1998, Tucson, Arizona, USA. 
[2] B. Bandelier, C. Daveau, F. Rioux-Damidau, ''Several Mixed Finite Element Method Techniques for Magnetostatics,'' IEEE CEFC'98 The Eighth biennial IEEE Conference on Electromagnetic Field Computation, June 1-3, 1998, Tucson, Arizona, USA.  
[1] B. Bandelier, C. Daveau, F. Rioux-Damidau, " Mixed Finite Element Method  applied to Magnetostatic wiht H- field as variable",  5th Int. IGTE Symposium on Numerical Field Calculation Electrical Engineering, Graz, Autriche, 1994.