- Quasi-linear electron acceleration in a driven plasma wave R. Belaouar,1, 2 T. Colin,1 G. Gallice,2 and V. T. Tikhonchuk3
- Cauchy problem and numerical simulation for a quasilinear Zakharov system describing laser-plasma interactions
- WAVES IN FERROMAGNETIC MEDIA Thierry Colin,1
- Remarks on an homogeneous model of ocean circulation.
- Rigorous derivation of the nonlinear Schrodinger equation and Davey-Stewartson systems from quadratic
- Instabilities in Zakharov Equations for Laser Propagation in a Plasma
- Theoretical and numerical study of a quasilinear Zakharov system describing Landau damping
- Study of a mathematical model for stimulated Raman scattering
- Nonlinear models for laser-plasma interaction. M. Colin(1)
- An initial-boundary-value problem for the Korteweg-de Vries equation posed on a finite interval
- On rotational effects in the modulations of weakly nonlinear water waves over finite depth
- Some remarks on the derivation of the Sverdrup relation.
- Justification of the Zakharov model from Klein-Gordon-wave systems
- On the ground states of vector nonlinear Schrodinger equations.
- Multiscale numerical method for nonlinear Maxwell and B. Nkonga
- Long-wave short-wave resonance for nonlinear geometric optics
- Rigorous derivation of Korteweg-de Vries-type systems from a general class of nonlinear hyperbolic systems
- Justification of and long-wave correction to Davey-Stewartson systems from quadratic
- Intermediate models in nonlinear optics. Thierry Colin(1)
- Numerical scheme for the 2D Maxwell-Bloch equations modeling ultrashort pulses
- Numerical coupling of Landau damping and Raman amplification. R. Belaouar1,2, T. Colin2, G. Gallice1
- Semi-discretization in time for Nonlinear Zakharov Waves Equations. , G. Ebrard1,2
- On the Cauchy problem for a nonlocal, nonlinear Schrodinger equation occuring in
- On the standing waves solutions to a nonlocal, nonlinear Schrodinger equation occuring in
- Some singular limits for evolutionary Ginzburg-Landau T.Colin(1),(2)
- On a quasilinear Zakharov system describing laser-plasma interactions
- A numerical model for the Raman amplification for laser-plasma interaction
- Amortissement Landau en Physique des plasmas R. Belaouar1,2, T. Colin2, G. Gallice1, C. Galusinski2
- On the Cauchy problem for dispersive equations with nonlinear terms involving high derivatives
- On modulations of weakly nonlinear water waves T. Colin (1)
- A free boundary problem modeling a foam drainage Thierry Colin and Pierre Fabrie,
- Un rhomtre sur une puce. P. Guillot, A. Colin, S. Quiniou, G. Cristobal et M. Joanicot
- A multiscale mathematical model of cancer growth and ra-diotherapy efficacy: The role of cell cycle regulation in re-
- Computational modeling of solid tumor growth: the avascular stage
- 18 me Congrs Franais de Mcanique Grenoble, 27-31 aot 2007 Stabilit d'coulements bifluides dans un microcanal
- SOME COMPUTATIONAL PROBLEMS IN MICROFLUIDICS.
- The Cauchy problem and the continuous limit for the multilayer model in geophysical fluid dynamics.
- A perturbative analysis of the time-envelope approximation in strong
- A numerical model for light interaction with a two-level atom medium. and B. Nkonga a
- Quelques methodes de param`etre d'ordre avec applications `a la
- Rotating fluid at high Rossby number driven by a surface stress: existence and convergence
- A multiscale mathematical model of avascular tumor growth to investigate the therapeutic
- Long Wave Approximations for Water Waves Jerry L. Bona 1
- A singular perturbation problem for an envelope equation in plasma physics.
- An initial-boundary-value problem that approximate the quarter-plane problem for
