UMA Home page for Nicolas Chaulet
Research activities (sorry, only french text)
Je prépare une thèse commencée à la rentrée 2009 avec Houssem Haddar et Laurent Bourgeois sur un problème inverse en électromagnétisme.
Publications
Papers in peer-reviewed journals
2013
- Analysis of the factorization method for a general class of boundary conditions
, and
Journal of Inverse and Ill-posed Problems, Walter de Gruyter, 2013
2012
- On simultaneous identification of a scatterer and its generalized impedance boundary condition
, and
Siam Journal of Scientific Computing, vol. 34-3, pp. 1824-1848, 2012 [ ]
2011
- Stable reconstruction of generalized impedance boundary conditions
, and
Inverse Problems, vol. 27, pp. 095002, 2011 [ ]
International conference with proceedings
2011
- Stability results for the identification of generalized impedance boundary coeficients
, and
Waves 2011, Vancouver, jul, 2011 [ ]
Conferences without proceedings
2013
- Analysis of the factorization method for a general class of boundary conditions
, et
JIP13, annaba, oct 2013 [ ]
2012
- A factorization method for support characterization of an obstacle with a generalized impedance boundary condition
, and
IPMS, Antalya, Turkey, may, 2012 - Reconstruction of a perfectly conducting obstacle coated with a thin dielectric layer
, and
PICOF'12, Palaiseau, France, apr, 2012
2011
- Simultaneous reconstruction of an obstacle and its Generalized Impedance Boundary Condition
JIP'11, Annaba, Algérie, oct, 2011 - Simultaneous reconstruction of an obstacle and its Generalized Impedance Boundary Condition
ICIAM 2011, Vancouver, jul, 2011
Doctoral these
2012
- Modèles d'impédance généralisée en diffraction inverse
nov, 2012 [ ]
Research reports
2013
- Analysis of the factorization method for a general class of boundary conditions
, and
Rapport Inria, 2013 [ ]
2011
- On simultaneous identification of a scatterer and its generalized impedance boundary condition
, and
Rapport INRIA, jun, 2011 [ ]
2010
- Identification of generalized impedance boundary conditions: some numerical issues
, and
Rapport INRIA, nov, 2010 [ ]