JournalsaihpcVol. 24, No. 5Annales de l'Institut Henri Poincaré CVolume 24, No. 5 (2007)ISSN: 0294-1449 | eISSN: 1873-1430Editorial Boardpp. 677–710Shear layer solutions of incompressible MHD and dynamo effectDavid Gérard-VaretFrédéric Roussetpp. 711–739Harnack inequalities, exponential separation, and perturbations of principal Floquet bundles for linear parabolic equationsJuraj HúskaPeter PoláčikMikhail V. Safonovpp. 741–756Extremal functions for the anisotropic Sobolev inequalitiesA. El HamidiJ.M. Rakotosonpp. 757–771Lignes de divergence pour les graphes à courbure moyenne constanteLaurent Mazetpp. 773–793The Schrödinger–Maxwell system with Dirac massG.M. CocliteH. Holdenpp. 795–823Nonlinear evolution PDEs in \( R^{+}\timesC^{d} \): existence and uniqueness of solutions, asymptotic and Borel summability propertiesO. CostinS. Tanveerpp. 825–833Uniqueness of the critical mass blow up solution for the four dimensional gravitational Vlasov–Poisson systemMohammed LemouFlorian MéhatsPierre Raphaëlpp. 835–847An extension theorem to rough pathsTerry LyonsNicolas Victoirpp. 849–850Erratum to: “Classical solvability in dimension two of the second boundary value problem associated with the Monge–Ampère operator” [Ann. Inst. H. Poincaré Analyse Non Linéaire 8 (5) (1991) 443–457]Ph. Delanoë
pp. 677–710Shear layer solutions of incompressible MHD and dynamo effectDavid Gérard-VaretFrédéric Rousset
pp. 711–739Harnack inequalities, exponential separation, and perturbations of principal Floquet bundles for linear parabolic equationsJuraj HúskaPeter PoláčikMikhail V. Safonov
pp. 795–823Nonlinear evolution PDEs in \( R^{+}\timesC^{d} \): existence and uniqueness of solutions, asymptotic and Borel summability propertiesO. CostinS. Tanveer
pp. 825–833Uniqueness of the critical mass blow up solution for the four dimensional gravitational Vlasov–Poisson systemMohammed LemouFlorian MéhatsPierre Raphaël
pp. 849–850Erratum to: “Classical solvability in dimension two of the second boundary value problem associated with the Monge–Ampère operator” [Ann. Inst. H. Poincaré Analyse Non Linéaire 8 (5) (1991) 443–457]Ph. Delanoë
