International audienceThis paper presents a new non-overlapping domain decomposition method for the time harmonic Maxwell's equations, whose effective convergence is quasi-optimal. These improved properties result from a combination of an appropriate choice of transmission conditions and a suitable approximation of the Magnetic-to-Electric operator. A convergence theorem of the algorithm is established and numerical results validating the new approach are presented
Three non-overlapping domain decomposition methods are proposed for the numerical approximation of t...
We propose a controllability method for the numerical solution of time-harmonic Maxwell's equations ...
The construction of efficient solvers for non self-adjoint problems, like Helmholtz equations is a c...
Les équations de Maxwell en régime harmonique comportent plusieurs difficultés lorsque la fréquence ...
In this talk we will present recent advances in the construction of quasi-optimal domain decompositi...
The time-harmonic Maxwell equations describe the propagation of electromagnetic waves and are theref...
The time-harmonic Maxwell equations describe the propagation of electromag-netic waves and are there...
Numerical discretization of the large-scale Maxwell's equations leads to an ill-conditioned linear s...
4 pages.International audienceThe numerical solution of the three-dimensional time-harmonic Maxwell ...
24 pagesInternational audienceThis paper presents a new non-overlapping domain decomposition method ...
International audienceWe present a flexible finite element solver for testing optimized Schwarz doma...
The time-harmonic Maxwell equations describe the propagation of electromagnetic waves and are theref...
International audienceThe time-harmonic Maxwell equations describe the propagation of electromagneti...
We present here a domain decomposition method for solving the three-dimensional time-harmonic Maxwel...
peer reviewedThe aim of this paper is to propose efficient weak coupling formulations between the bo...
Three non-overlapping domain decomposition methods are proposed for the numerical approximation of t...
We propose a controllability method for the numerical solution of time-harmonic Maxwell's equations ...
The construction of efficient solvers for non self-adjoint problems, like Helmholtz equations is a c...
Les équations de Maxwell en régime harmonique comportent plusieurs difficultés lorsque la fréquence ...
In this talk we will present recent advances in the construction of quasi-optimal domain decompositi...
The time-harmonic Maxwell equations describe the propagation of electromagnetic waves and are theref...
The time-harmonic Maxwell equations describe the propagation of electromag-netic waves and are there...
Numerical discretization of the large-scale Maxwell's equations leads to an ill-conditioned linear s...
4 pages.International audienceThe numerical solution of the three-dimensional time-harmonic Maxwell ...
24 pagesInternational audienceThis paper presents a new non-overlapping domain decomposition method ...
International audienceWe present a flexible finite element solver for testing optimized Schwarz doma...
The time-harmonic Maxwell equations describe the propagation of electromagnetic waves and are theref...
International audienceThe time-harmonic Maxwell equations describe the propagation of electromagneti...
We present here a domain decomposition method for solving the three-dimensional time-harmonic Maxwel...
peer reviewedThe aim of this paper is to propose efficient weak coupling formulations between the bo...
Three non-overlapping domain decomposition methods are proposed for the numerical approximation of t...
We propose a controllability method for the numerical solution of time-harmonic Maxwell's equations ...
The construction of efficient solvers for non self-adjoint problems, like Helmholtz equations is a c...