JournalsaihpcVol. 28, No. 2Volume 28, No. 2 (2011) Annales de l'Institut Henri Poincaré CEditorial Boardpp. 149–157Some nonlinear differential inequalities and an application to Hölder continuous almost complex structuresAdam CoffmanYifei Panpp. 159–187An alternative approach to regularity for the Navier–Stokes equations in critical spacesCarlos E. KenigGabriel S. Kochpp. 189–215Uniqueness of post-gelation solutions of a class of coagulation equationsRaoul NormandLorenzo Zambottipp. 217–246Gradient flow of the Chapman–Rubinstein–Schatzman model for signed vorticesSylvia SerfatyLuigi AmbrosioEdoardo Maininipp. 247–282A compactness result for Landau state in thin-film micromagneticsRadu IgnatFelix Ottopp. 283–301Global well-posedness for an advection–diffusion equation arising in magneto-geostrophic dynamicsSusan FriedlanderVlad Vicolpp. 303–313On the large-distance asymptotics of steady state solutions of the Navier–Stokes equations in 3D exterior domainsA. KorolevV. Šverákpp. 315–323Orbital stability of semitrivial standing waves for the Klein–Gordon–Schrödinger systemHiroaki Kikuchi
pp. 149–157Some nonlinear differential inequalities and an application to Hölder continuous almost complex structuresAdam CoffmanYifei Pan
pp. 159–187An alternative approach to regularity for the Navier–Stokes equations in critical spacesCarlos E. KenigGabriel S. Koch
pp. 189–215Uniqueness of post-gelation solutions of a class of coagulation equationsRaoul NormandLorenzo Zambotti
pp. 217–246Gradient flow of the Chapman–Rubinstein–Schatzman model for signed vorticesSylvia SerfatyLuigi AmbrosioEdoardo Mainini
pp. 283–301Global well-posedness for an advection–diffusion equation arising in magneto-geostrophic dynamicsSusan FriedlanderVlad Vicol
pp. 303–313On the large-distance asymptotics of steady state solutions of the Navier–Stokes equations in 3D exterior domainsA. KorolevV. Šverák
pp. 315–323Orbital stability of semitrivial standing waves for the Klein–Gordon–Schrödinger systemHiroaki Kikuchi
