International audienceWe present an asymptotic preserving scheme based on a micro-macro decomposition for stochastic linear transport equations in kinetic and diffusive regimes. We perform a mathematical analysis and prove that the scheme is uniformly stable with respect to the mean free path of the particles in the simple telegraph model and in the general case. We present several numerical tests which validate our scheme
International audienceWe investigate a projective integration scheme for a kinetic equation in the l...
International audienceThis paper is concerned with diffusive approximations of peculiar numerical sc...
International audienceWe investigate a projective integration scheme for a kinetic equation in the l...
International audienceWe present an asymptotic preserving scheme based on a micro-macro decompositio...
International audienceWe present an asymptotic preserving scheme based on a micro-macro decompositio...
International audienceWe propose a new numerical scheme for linear transport equations. It is based ...
International audienceWe propose a new numerical scheme for linear transport equations. It is based ...
We propose a new numerical scheme for linear transport equations. It is based on a decomposition of ...
We present a mathematical analysis of the asymptotic preserving scheme proposed in [M. Lemou and L. ...
new asymptotic preserving scheme based on micro-macro formulation for linear kinetic equations in th...
We introduce and study a notion of Asymptotic Preserving schemes, related to convergence in distribu...
International audienceWe investigate different models that are intended to describe the small mean f...
We introduce and study a notion of Asymptotic Preserving schemes, related to convergence in distribu...
International audienceThis paper is concerned with diffusive approximations of peculiar numerical sc...
International audienceWe investigate a projective integration scheme for a kinetic equation in the l...
International audienceWe investigate a projective integration scheme for a kinetic equation in the l...
International audienceThis paper is concerned with diffusive approximations of peculiar numerical sc...
International audienceWe investigate a projective integration scheme for a kinetic equation in the l...
International audienceWe present an asymptotic preserving scheme based on a micro-macro decompositio...
International audienceWe present an asymptotic preserving scheme based on a micro-macro decompositio...
International audienceWe propose a new numerical scheme for linear transport equations. It is based ...
International audienceWe propose a new numerical scheme for linear transport equations. It is based ...
We propose a new numerical scheme for linear transport equations. It is based on a decomposition of ...
We present a mathematical analysis of the asymptotic preserving scheme proposed in [M. Lemou and L. ...
new asymptotic preserving scheme based on micro-macro formulation for linear kinetic equations in th...
We introduce and study a notion of Asymptotic Preserving schemes, related to convergence in distribu...
International audienceWe investigate different models that are intended to describe the small mean f...
We introduce and study a notion of Asymptotic Preserving schemes, related to convergence in distribu...
International audienceThis paper is concerned with diffusive approximations of peculiar numerical sc...
International audienceWe investigate a projective integration scheme for a kinetic equation in the l...
International audienceWe investigate a projective integration scheme for a kinetic equation in the l...
International audienceThis paper is concerned with diffusive approximations of peculiar numerical sc...
International audienceWe investigate a projective integration scheme for a kinetic equation in the l...