Volume 26, No. 3 (2009)
Annales de l'Institut Henri Poincaré C
- Editorial Board
pp. 705–744 Hydrodynamic limits: some improvements of the relative entropy methodLaure Saint-Raymond
pp. 745–762 A smoothing property for the -critical NLS equations and an application to blowup theorySahbi KeraaniAna Vargas
pp. 763–775 Killing graphs with prescribed mean curvature and Riemannian submersionsM. DajczerJ.H. de Lira
pp. 777–813 A regularity result for a solid–fluid system associated to the compressible Navier–Stokes equationsS. GuerreroM. Boulakia
pp. 815–839 Asymptotic spreading of KPP reactive fronts in incompressible space–time random flowsJames NolenJack Xin
pp. 841–853 On the periodic KdV equation in weighted Sobolev spacesJürgen PöschelThomas Kappeler
pp. 855–868 Global attraction to solitary waves for Klein–Gordon equation with mean field interactionAlexander KomechAndrew Komech
pp. 869–887 On the complex structure of positive solutions to Matukuma-type equationsMoxun TangPatricio FelmerAlexander Quaas
pp. 889–902 Large solutions for the Laplacian with a power nonlinearity given by a variable exponentJosé C. Sabina de LisJorge García-MeliánJulio D. Rossi
pp. 903–915 Entire spacelike radial graphs in the Minkowski space, asymptotic to the light-cone, with prescribed scalar curvaturePierre BayardPhilippe Delanoë
pp. 917–941 Well-posedness and scattering for the KP-II equation in a critical spaceMartin HadacSebastian HerrHerbert Koch
pp. 943–958 Standing waves for nonlinear Schrödinger equations with singular potentialsJaeyoung ByeonZhi-Qiang Wang
pp. 959–977 WKB analysis for the Gross–Pitaevskii equation with non-trivial boundary conditions at infinityThomas AlazardRémi Carles
pp. 979–998 Homogenization of periodic semilinear parabolic degenerate PDEsA.B. SowR. RhodesÉ. Pardoux
pp. 999–1019 Error estimates on homogenization of free boundary velocities in periodic mediaInwon C. Kim
pp. 1021–1047 Traveling waves in a one-dimensional heterogeneous mediumJames NolenLenya Ryzhik
pp. 1049–1054 Erratum to: “Multiple critical points of perturbed symmetric strongly indefinite functionals” [http://dx.doi.org/10.1016/j.anihpc.2008.06.002]Denis BonheureMiguel Ramos