Remarks on the strong maximum principle for nonlocal operators.
Remarks on the theory of elasticity
In compressible Neohookean elasticity one minimizes functionals which are composed by the sum of the norm of the deformation gradient and a nonlinear function of the determinant of the gradient. Non–interpenetrability of matter is then represented by additional invertibility conditions. An existence theory which includes a precise notion of invertibility and allows for cavitation was formulated by Müller and Spector in 1995. It applies, however, only if some -norm of the gradient with is controlled...
Remarks on the uniqueness of radial solutions
Remarks on the wave equation with a nonlinear term with respect to the velocity
Remarks on the Yamabe problem and the Palais-Smale condition
Remarks on uniqueness results of the first eigenvalue of the p-Laplacian
Remarks on vacuum state and uniqueness of concentration process.
Remarks on weak solutions for a nonlocal parabolic problem.
Remarks on weak stabilization of semilinear wave equations
If a second order semilinear conservative equation with esssentially oscillatory solutions such as the wave equation is perturbed by a possibly non monotone damping term which is effective in a non negligible sub-region for at least one sign of the velocity, all solutions of the perturbed system converge weakly to 0 as time tends to infinity. We present here a simple and natural method of proof of this kind of property, implying as a consequence some recent very general results of Judith Vancostenoble....
Remarks on weak stabilization of semilinear wave equations
If a second order semilinear conservative equation with esssentially oscillatory solutions such as the wave equation is perturbed by a possibly non monotone damping term which is effective in a non negligible sub-region for at least one sign of the velocity, all solutions of the perturbed system converge weakly to 0 as time tends to infinity. We present here a simple and natural method of proof of this kind of property, implying as a consequence some recent very general results of Judith Vancostenoble. ...
Remarks relevant to classical maximum principles.
Remarks to chaotic vibration in nonlinear dynamical systems
Remarque sur la conjecture de Weyl.
Remarque sur le problème de Cauchy pour une équation de Dirac non linéaire avec masse nulle
Remarque sur «R. G. McLenaghan : on the validity of Huygens principle for second order partial differential equations with four independent variables. I»
Remarque sur un article de Marcel Berger : «Sur une inégalité pour la première valeur propre du laplacien»
Remarques à propos du comportement, lorsque , des solutions des équations de Navier-Stokes associées à une force nulle
Remarques sur des résultats d'existence pour les équations de Hamilton-Jacobi du premier ordre
Remarques sur la caractérisation des problèmes mixtes bien posés pour un opérateur hyperbolique
Remarques sur la conjecture de Weyl