Add to ORKGInternational audienceWe study local and global properties of solutions of −∆u = u p + M ||u| q in a domain Ω of R N , in the range min{p, q} > 1 and M ∈ R. We prove a priori estimates and existence or non-existence of ground states
International audienceWe study global properties of positive radial solutions of −∆u = up +M |∇u|p+1...
Abstract. We prove some a priori inequalities in L∞(Ω) for subsolutions of elliptic equations in div...
We consider the Dirichlet problem for positive solutions of the equation $-Delta_p (u) = f(u)$ in a...
International audienceWe study local and global properties of solutions of −∆u = u p + M ||u| q in a...
International audienceWe study local and global properties of positive solutions of $-{\Delta}u=u^p]...
AbstractA priori estimate for non-uniform elliptic equations with periodic boundary conditions is co...
In this Note we prove an a priori estimate and the existence of a solution for a class of nonlinear ...
Abstract. In this paper we study elliptic equations with a nonlinear conormal derivative boundary co...
We consider, in a bounded domain $\Omega \subset \R^{N}$, a class of nonlinear elliptic equations ...
In this Note we prove an a priori estimate and the existence of a solution for a class of nonlinear ...
In this paper we show approximation procedures for studying singular elliptic problems whose model i...
This paper gives a survey over the existence of uniform L∞ a priori bounds for positive solutions of...
We study the equation ∂tu−Δu=up−μ |∇u|qur in a general domain (bounded or not). Many results have be...
Some a priori bounds for the solutions of certain classes of Dirichlet problems associated to non d...
International audienceWe study global properties of positive radial solutions of −∆u = up +M |∇u|p+1...
Abstract. We prove some a priori inequalities in L∞(Ω) for subsolutions of elliptic equations in div...
We consider the Dirichlet problem for positive solutions of the equation $-Delta_p (u) = f(u)$ in a...
International audienceWe study local and global properties of solutions of −∆u = u p + M ||u| q in a...
International audienceWe study local and global properties of positive solutions of $-{\Delta}u=u^p]...
AbstractA priori estimate for non-uniform elliptic equations with periodic boundary conditions is co...
In this Note we prove an a priori estimate and the existence of a solution for a class of nonlinear ...
Abstract. In this paper we study elliptic equations with a nonlinear conormal derivative boundary co...
We consider, in a bounded domain $\Omega \subset \R^{N}$, a class of nonlinear elliptic equations ...
In this Note we prove an a priori estimate and the existence of a solution for a class of nonlinear ...
In this paper we show approximation procedures for studying singular elliptic problems whose model i...
This paper gives a survey over the existence of uniform L∞ a priori bounds for positive solutions of...
We study the equation ∂tu−Δu=up−μ |∇u|qur in a general domain (bounded or not). Many results have be...
Some a priori bounds for the solutions of certain classes of Dirichlet problems associated to non d...
International audienceWe study global properties of positive radial solutions of −∆u = up +M |∇u|p+1...
Abstract. We prove some a priori inequalities in L∞(Ω) for subsolutions of elliptic equations in div...
We consider the Dirichlet problem for positive solutions of the equation $-Delta_p (u) = f(u)$ in a...