Optimized Schwarz methods without overlap for the Helmholtz equation MJ Gander, F Magoules, F Nataf SIAM Journal on Scientific Computing 24 (1), 38-60, 2002 | 386 | 2002 |

An introduction to domain decomposition methods: algorithms, theory, and parallel implementation V Dolean, P Jolivet, F Nataf SIAM, 2015 | 220* | 2015 |

Optimal Schwarz waveform relaxation for the one dimensional wave equation MJ Gander, L Halpern, F Nataf SIAM Journal on Numerical Analysis 41 (5), 1643-1681, 2003 | 163 | 2003 |

Abstract robust coarse spaces for systems of PDEs via generalized eigenproblems in the overlaps N Spillane, V Dolean, P Hauret, F Nataf, C Pechstein, R Scheichl Numerische Mathematik 126 (4), 741-770, 2014 | 140 | 2014 |

Factorization of the convection-diffusion operator and the Schwarz algorithm F Nataf, F Rogier Mathematical Models and Methods in Applied Sciences 5 (01), 67-93, 1995 | 132 | 1995 |

Optimized schwarz methods MJ Gander, L Halpern, F Nataf 12th international conference on domain decomposition methods, 15-27, 2000 | 124 | 2000 |

Optimal convergence for overlapping and non-overlapping Schwarz waveform relaxation MJ Gander, L Halpern, F Nataf 11th international conference on domain decomposition methods, 27-36, 1999 | 118 | 1999 |

The optimized order 2 method: application to convection–diffusion problems C Japhet, F Nataf, F Rogier Future generation computer systems 18 (1), 17-30, 2001 | 114 | 2001 |

Optimal interface conditions for domain decomposition methods F Nataf, F Rogier, E de Sturler https://www.ljll.math.upmc.fr/nataf/cvfiniMod.pdf, 1994 | 112 | 1994 |

A domain decomposition preconditioner for an advection–diffusion problem Y Achdou, P Le Tallec, F Nataf, M Vidrascu Computer methods in applied mechanics and engineering 184 (2-4), 145-170, 2000 | 96 | 2000 |

Symmetrized method with optimized second-order conditions for the Helmholtz equation P Chevalier, F Nataf Contemporary Mathematics 218, 400-407, 1998 | 94 | 1998 |

Analysis of a two-level Schwarz method with coarse spaces based on local Dirichlet-to-Neumann maps V Dolean, F Nataf, R Scheichl, N Spillane Computational Methods in Applied Mathematics Comput. Methods Appl. Math. 12 …, 2012 | 87 | 2012 |

A new approach to perfectly matched layers for the linearized Euler system F Nataf Journal of Computational Physics 214 (2), 757-772, 2006 | 71* | 2006 |

A coarse space construction based on local Dirichlet-to-Neumann maps F Nataf, H Xiang, V Dolean, N Spillane SIAM Journal on Scientific Computing 33 (4), 1623-1642, 2011 | 70 | 2011 |

A new cement to glue non-conforming grids with Robin interface conditions: The finite volume case Y Achdou, C Japhet, Y Maday, F Nataf Numerische Mathematik 92 (4), 593-620, 2002 | 68 | 2002 |

The best interface conditions for domain decomposition methods: absorbing boundary conditions C Japhet, F Nataf Absorbing boundaries and layers, domain decomposition methods, 348-373, 2001 | 64 | 2001 |

Convergence rate of some domain decomposition methods for overlapping and nonoverlapping subdomains F Nataf, F Nier Numerische mathematik 75 (3), 357-377, 1997 | 60 | 1997 |

Scalable domain decomposition preconditioners for heterogeneous elliptic problems P Jolivet, F Hecht, F Nataf, C Prud'Homme Scientific Programming 22 (2), 157-171, 2014 | 54 | 2014 |

A new cement to glue nonconforming grids with Robin interface conditions: the finite element case MJ Gander, C Japhet, Y Maday, F Nataf Domain decomposition methods in science and engineering, 259-266, 2005 | 52 | 2005 |

AILU for Helmholtz problems: a new preconditioner based on the analytic parabolic factorization MJ Gander, F Nataf Journal of Computational Acoustics 9 (04), 1499-1506, 2001 | 52 | 2001 |