In the field of domain decomposition, the optimized Schwarz method (OSM) appears to be
one of the prominent techniques to solve large scale time-harmonic wave propagation …

The pioneering work of B. Després then M. Gander, F. Magoulès and F. Nataf have shown
that it is mandatory, at least in the context of wave equations, to use impedance type …

We consider a scalar wave propagation in harmonic regime modelled by Helmholtz
equation with heterogeneous coefficients. Using the Multi-Trace Formalism (MTF), we …

We present a convergence theory for Optimized Schwarz Methods that rely on a nonlocal
exchange operator and covers the case of coercive possibly nonselfadjoint impedance …

We introduce a new domain decomposition strategy for time harmonic Maxwell's equations
that is valid in the case of automatically generated subdomain partitions with possible …

Les premiers travaux de B. Després, puis M. Gander, F. Magoulès et F. Nataf ont montré qu'il
est nécessaire, du moins dans le contexte des équations d'ondes, d'utiliser des conditions …

We consider a scalar wave propagation in harmonic regime modelled by Helmholtz
equation with heterogeneous coefficients. Using the Multi-Trace Formalism (MTF), we …

The numerical simulation of electromagnetic problems in complex physical settings is a
trending topic which conveys many scientific and industrial applications, such as the design …