Tome (2017-2018)

Sommaire

Spatial behavior for NLS and applications to scattering
Thierry Cazenave ; Ivan Naumkin
Exposé no. 1, 11 p.
Infinite energy solutions to the Navier-Stokes equations in the half-space and applications
Christophe Prange
Exposé no. 2, 18 p.
1-D cubic NLS with several Dirac masses as initial data and consequences
Valeria Banica
Exposé no. 3, 9 p.
Parallel and circular flows for the two-dimensional Euler equations
François Hamel ; Nikolai Nadirashvili
Exposé no. 5, 13 p.
Asymptotic behaviors for nonlinear dispersive equations with damping or dissipative terms
Ze Li ; Lifeng Zhao
Exposé no. 6, 11 p.
Shock wave structure for polyatomic gases with large bulk viscosities
Kazuo Aoki ; Shingo Kosuge
Exposé no. 7, 18 p.
Regularity of free boundaries in obstacle problems for integro-differential operators
Xavier Ros-Oton
Exposé no. 9, 14 p.
Free boundary problems arising in the theory of maximal solutions of equations with exponential nonlinearities
Michał Kowalczyk ; Angela Pistoia ; Piotr Rybka ; Giusi Vaira
Exposé no. 10, 12 p.
Comportement en temps long pour l’équation de Landau
Kleber Carrapatoso
Exposé no. 13, 17 p.
Un résultat de diffusion pour l’équation de Hartree autour de solutions non localisées
Anne-Sophie de Suzzoni ; Charles Collot
Exposé no. 14, 12 p.
The stability of the Minkowski space for the Einstein–Vlasov system
Jacques Smulevici
Exposé no. 15, 15 p.
Self-similarity in the singularity formation for the unsteady Prandtl’s equations and related problems
Charles Collot
Exposé no. 18, 16 p.