10 pages -- english version of the note "Amortissement Landau" Version 2 includes latest improvement of version 4 of hal-00376547/arXiv:0904.2760.International audienceIn this note we present the main results from the recent work hal-00376547/arXiv:0904.2760, which for the first time establish Landau damping in a nonlinear context
We analyse the Landau damping mechanism for variants of Vlasov equations, with a time dependent line...
International audienceWe investigate numerically the behavior of a particle, or a set of particles, ...
AbstractWe study the initial–boundary value problem resulting from the linearization of the plasma–v...
In this paper, we give an elementary proof of the nonlinear Landau damping for the Vlasov-Poisson sy...
AbstractThe Landau damping problem for linear transport equations ft+α(v)fx+α(v)g(v)E=0x,v∈R1, is st...
In these short, rather informal, expository notes I review the current state of the field regarding ...
AbstractThe Cauchy problem of the Landau equation with potential forces on torus is investigated. Th...
AbstractGlobal in time classical solutions near the relativistic Maxwellian are constructed for the ...
News: (1) the main result now covers Coulomb and Newton potentials, and (2) some classes of Gevrey d...
We prove asymptotic stability of the Poisson homogeneous equilibrium among solutions of the Vlassov-...
International audienceWe provide a study at the boundary for a class of equation including the Ginzb...
This work deals with the large time behaviour of the spatially homogeneous Landau equation with Coul...
Abstract:: We study the Complex Ginzburg-Landau initial value problem for a complex field u ∈ C, wit...
Landau damping is a fundamental phenomenon in plasma physics, which also plays an important role in ...
In this work, we study the effective geometric motions of an anisotropic Ginzburg--Landau equation w...
We analyse the Landau damping mechanism for variants of Vlasov equations, with a time dependent line...
International audienceWe investigate numerically the behavior of a particle, or a set of particles, ...
AbstractWe study the initial–boundary value problem resulting from the linearization of the plasma–v...
In this paper, we give an elementary proof of the nonlinear Landau damping for the Vlasov-Poisson sy...
AbstractThe Landau damping problem for linear transport equations ft+α(v)fx+α(v)g(v)E=0x,v∈R1, is st...
In these short, rather informal, expository notes I review the current state of the field regarding ...
AbstractThe Cauchy problem of the Landau equation with potential forces on torus is investigated. Th...
AbstractGlobal in time classical solutions near the relativistic Maxwellian are constructed for the ...
News: (1) the main result now covers Coulomb and Newton potentials, and (2) some classes of Gevrey d...
We prove asymptotic stability of the Poisson homogeneous equilibrium among solutions of the Vlassov-...
International audienceWe provide a study at the boundary for a class of equation including the Ginzb...
This work deals with the large time behaviour of the spatially homogeneous Landau equation with Coul...
Abstract:: We study the Complex Ginzburg-Landau initial value problem for a complex field u ∈ C, wit...
Landau damping is a fundamental phenomenon in plasma physics, which also plays an important role in ...
In this work, we study the effective geometric motions of an anisotropic Ginzburg--Landau equation w...
We analyse the Landau damping mechanism for variants of Vlasov equations, with a time dependent line...
International audienceWe investigate numerically the behavior of a particle, or a set of particles, ...
AbstractWe study the initial–boundary value problem resulting from the linearization of the plasma–v...
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