JournalsaihpcVol. 25, No. 1Volume 25, No. 1 (2008) Annales de l'Institut Henri Poincaré CEditorial Boardpp. 1–41On the optimality of the observability inequalities for parabolic and hyperbolic systems with potentialsThomas DuyckaertsXu ZhangEnrique Zuazuapp. 43–75Qualitative properties of a continuum theory for thin filmsBernd Schmidtpp. 77–103Energies of $S^{2}$-valued harmonic maps on polyhedra with tangent boundary conditionsA. MajumdarJ.M. RobbinsM. Zyskinpp. 105–119Monotonicity properties for ground states of the scalar field equationPatricio L. FelmerAlexander QuaasMoxun TangJianshe Yupp. 121–133Semi-strong convergence of sequences satisfying a variational inequalityMarc BrianeGabriel MokobodzkiFrançois Muratpp. 135–148Relaxation theorems in nonlinear elasticityOmar Anza HafsaJean-Philippe Mandallenapp. 149–161Solitary waves for some nonlinear Schrödinger systemsDjairo G. de FigueiredoOrlando Lopespp. 163–171An explicit solution to a system of implicit differential equationsBernard DacorognaPaolo MarcelliniEmanuele Paolinipp. 173–179Finite Morse index solutions of exponential problemsE.N. Dancerpp. 181–200Solutions of an elliptic system with a nearly critical exponentI.A. Guerrapp. 201–213Necessary conditions for a minimum at a radial cavitating singularity in nonlinear elasticityJeyabal SivaloganathanScott J. Spector

pp. 1–41On the optimality of the observability inequalities for parabolic and hyperbolic systems with potentialsThomas DuyckaertsXu ZhangEnrique Zuazua

pp. 77–103Energies of $S^{2}$-valued harmonic maps on polyhedra with tangent boundary conditionsA. MajumdarJ.M. RobbinsM. Zyskin

pp. 105–119Monotonicity properties for ground states of the scalar field equationPatricio L. FelmerAlexander QuaasMoxun TangJianshe Yu

pp. 121–133Semi-strong convergence of sequences satisfying a variational inequalityMarc BrianeGabriel MokobodzkiFrançois Murat

pp. 163–171An explicit solution to a system of implicit differential equationsBernard DacorognaPaolo MarcelliniEmanuele Paolini

pp. 201–213Necessary conditions for a minimum at a radial cavitating singularity in nonlinear elasticityJeyabal SivaloganathanScott J. Spector