Level set methods for inverse scattering O Dorn, D Lesselier Inverse Problems 22 (4), R67, 2006 | 406 | 2006 |

Reconstruction of a two-dimensional binary obstacle by controlled evolution of a level-set A Litman, D Lesselier, F Santosa Inverse problems 14 (3), 685, 1998 | 282 | 1998 |

A MUSIC algorithm for locating small inclusions buried in a half-space from the scattering amplitude at a fixed frequency H Ammari, E Iakovleva, D Lesselier Multiscale Modeling & Simulation 3 (3), 597-628, 2005 | 242 | 2005 |

MUSIC-type electromagnetic imaging of a collection of small three-dimensional inclusions H Ammari, E Iakovleva, D Lesselier, G Perrusson SIAM Journal on Scientific Computing 29 (2), 674-709, 2007 | 217 | 2007 |

Diffraction tomography: contribution to the analysis of some applications in microwaves and ultrasonics W Tabbara, B Duchêne, C Pichot, D Lesselier, L Chommeloux, ... Inverse Problems 4 (2), 305, 1988 | 165 | 1988 |

Modified gradient approach to inverse scattering for binary objects in stratified media L Souriau, B Duchêne, D Lesselier, RE Kleinman Inverse Problems 12 (4), 463, 1996 | 107 | 1996 |

MUSIC-type imaging of a thin penetrable inclusion from its multi-static response matrix WK Park, D Lesselier Inverse Problems 25 (7), 075002, 2009 | 87 | 2009 |

Wavefield inversion of objects in stratified environments. From backpropagation schemes to full solutions. D Lesselier, B Duchene Review of Radio Science 1993-1996, 235-268, 1996 | 80 | 1996 |

Level set methods for inverse scattering—some recent developments O Dorn, D Lesselier Inverse Problems 25 (12), 125001, 2009 | 79 | 2009 |

Multistatic response matrix of a 3-D inclusion in half space and MUSIC imaging E Iakovleva, S Gdoura, D Lesselier, G Perrusson IEEE Transactions on Antennas and Propagation 55 (9), 2598-2609, 2007 | 79 | 2007 |

Electromagnetic MUSIC-type imaging of perfectly conducting, arc-like cracks at single frequency WK Park, D Lesselier Journal of Computational Physics 228 (21), 8093-8111, 2009 | 72 | 2009 |

Shape reconstruction of buried obstacles by controlled evolution of a level set: from a min-max formulation to numerical experimentation C Ramananjaona, M Lambert, D Lesselier, JP Zolésio Inverse Problems 17 (4), 1087, 2001 | 72 | 2001 |

A new integral equation method to solve highly nonlinear inverse scattering problems Y Zhong, M Lambert, D Lesselier, X Chen IEEE Transactions on Antennas and Propagation 64 (5), 1788-1799, 2016 | 71 | 2016 |

Multiple-shape reconstruction by means of multiregion level sets M Benedetti, D Lesselier, M Lambert, A Massa IEEE transactions on geoscience and remote sensing 48 (5), 2330-2342, 2010 | 71 | 2010 |

Eddy current testing of anomalies in conductive materials. I. Qualitative imaging via diffraction tomography techniques R Zorgati, B Duchene, D Lesselier, F Pons IEEE transactions on magnetics 27 (6), 4416-4437, 1991 | 65 | 1991 |

Reconstruction of thin electromagnetic inclusions by a level-set method WK Park, D Lesselier Inverse Problems 25 (8), 085010, 2009 | 64 | 2009 |

Two numerical methods for recovering small inclusions from the scattering amplitude at a fixed frequency H Ammari, E Iakovleva, D Lesselier SIAM Journal on Scientific Computing 27 (1), 130-158, 2005 | 62 | 2005 |

On the inverse source method of solving inverse scattering problems WC Chew, YM Wang, G Otto, D Lesselier, JC Bolomey Inverse Problems 10 (3), 547, 1994 | 62 | 1994 |

Adaptive multiscale reconstruction of buried objects A Baussard, EL Miller, D Lesselier Inverse Problems 20 (6), S1, 2004 | 56 | 2004 |

Adaptive metamodels for crack characterization in eddy-current testing R Douvenot, M Lambert, D Lesselier IEEE Transactions on Magnetics 47 (4), 746-755, 2011 | 55 | 2011 |