Existence d'ondes de raréfaction pour des écoulements isentropiques
Existence et comportement asymptotique en temps des solutions de Navier-Stokes Coriolis dans une bande tridimensionnelle
Existence et unicité de la solution positive de l'équation TFW sans répulsion électronique
Existence, multiplicity and profile of sign-changing clustered solutions of a semiclassical nonlinear Schrödinger equation
Existence of a solution for a nonlinearly elastic plane membrane “under tension”
A justification of the two-dimensional nonlinear “membrane” equations for a plate made of a Saint Venant-Kirchhoff material has been given by Fox et al. [9] by means of the method of formal asymptotic expansions applied to the three-dimensional equations of nonlinear elasticity. This model, which retains the material-frame indifference of the original three dimensional problem in the sense that its energy density is invariant under the rotations of , is equivalent to finding the critical points...
Existence of absorbing set for a nonlinear wave equation.
Existence of blowup solutions for nonlinear problems with a gradient term.
Existence of global solution of a nonlinear wave equation with short-range potential
Existence of global solutions for systems of reaction-diffusion equations on unbounded domains.
Existence of global solutions to a quasilinear wave equation with general nonlinear damping.
Existence of global solutions to the Cauchy problem for the seminlinear dissipative wave equations.
Existence of positive solutions for -Laplacian problems.
Existence of positive solutions for some nonlinear elliptic problems in unbounded domains of .
Existence of pullback attractors for the coupled suspension bridge equations.
Existence of semi-periodic solutions of steady Navier-Stokes equations in a half space with an exponential decay at infinity
Existence of solutions for a model of self-gravitating particles with external potential
We study the existence of solutions to a nonlinear parabolic equation describing the temporal evolution of a cloud of self-gravitating particles with a given external potential. The initial data are in spaces of (generalized) pseudomeasures. We prove existence of local and global-in-time solutions, and also a kind of stability of global solutions.
Existence of solutions for -Laplacian equations.
Existence of unstable sets for invariant sets in compact semiflows. Applications in order-preserving semiflows
Existence of weak solutions for mixed problems of parabolic systems.
Existence of weak solutions for quasilinear elliptic equations involving the -Laplacian.