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Thomann, Laurent - Laboratoire de Mathématiques Jean Leray, Univeristé de Nantes
d'ordre : 8890 Universite de Paris-Sud
GEOMETRIC AND PROJECTIVE INSTABILITY FOR THE GROSS-PITAEVSKI EQUATION
RANDOM DATA CAUCHY PROBLEM FOR SUPERCRITICAL SCHRODINGER EQUATIONS
KAM FOR THE QUANTUM HARMONIC OSCILLATOR Beno^it Grebert & Laurent Thomann
--LATEXprosper--All about blow-up for a semilinear wave equation in one
LONG TIME DYNAMICS FOR THE ONE DIMENSIONAL NON LINEAR SCHRODINGER EQUATION
GIBBS MEASURE FOR THE PERIODIC DERIVATIVE NONLINEAR SCHRODINGER EQUATION
A REMARK ON THE SCHRODINGER SMOOTHING Laurent Thomann
LOW REGULARITY FOR A QUADRATIC SCHRODINGER EQUATION ON T
INSTABILITIES FOR SUPERCRITICAL SCHRODINGER EQUATIONS IN ANALYTIC MANIFOLDS
THE WKB METHOD AND GEOMETRIC INSTABILITY FOR NON LINEAR SCHRODINGER EQUATIONS ON
GIBBS MEASURES FOR THE NON LINEAR HARMONIC OSCILLATOR
table des matires le laboratoire de mathmatiques
Homoclinic orbits with many loops near a 02 i resonant fixed
Water wave interactions Walter Craig
HAMILTONIAN PDEs NLW Literature Nash-Moser Ideas of proof KAM theory Perspectives Quasi-Periodic solutions of Hamiltonian PDEs
Supercritical NLS : quasi-periodic solutions and almost global existence
Solitons in a numerical algorithm for NLS Dario Bambusi
Non resonance condition for perturbed quantum harmonic oscillator
Interaction of coherent states for Hartree equations Remi Carles
Universite de Nantes Annee 2011-2012 Introduction aux equations d'evolution
Programme Jeunes Chercheuses Projet HANDDY et Jeunes Chercheurs
Universite de Nantes Annee 2011-2012 Introduction aux equations d'evolution
LOW REGULARITY FOR A QUADRATIC SCHRODINGER EQUATION ON T
Vers Sommaire Gnral Articles dans des revues avec comit de lecture
Asymptotic stability of the synchronous resonance for an elastic satellite with internal friction Asymptotic stability of the synchronous resonance
Questions de recherche La science est recherche, exploration, questionnement ;
The equation Compared to the Szego solution Integrable effective dynamics for a non
Contracting sphere blow up solutions for the 3D cubic NLS
Universite de Nantes Annee 2011-2012 Cours EDP, M2
BILINEAR STRICHARTZ INEQUALITIES AND SPACE-TIME RESONANCES
Transverse instability of solitary waves Frederic Rousset (Rennes 1)
RESONANT DYNAMICS FOR THE QUINTIC NON LINEAR SCHRODINGER EQUATION
Universite de Nantes Annee 2011-2012 Introduction aux equations d'evolution
The Szego equation seen as the resonant dynamics of a non-linear wave equation
Long-time strong instability and unbounded orbits for some nonlinear Schrodinger
Calcul des foncteurs d'aprs Weiss (II) Notes d'expos du groupe de travail de topologie Nantes/Angers
2D cubic NLS: Energy cascades vs. Sobolev stability of plane waves
RESONANT DYNAMICS FOR THE QUINTIC NON LINEAR SCHRODINGER EQUATION