Add to ORKGWe give blow-up behavior for solutions to an elliptic system with Dirichlet condition. Also, we have a compactness result for this elliptic system with Lipschitz condition on the annulus
The book is dedicated to the study of elliptic problems when lack of compactness occurs. This resear...
Abstract. This paper is concerned with the elliptic system ∆v = φ, ∆φ = |∇v|2, (0.1) posed in a boun...
The book is dedicated to the study of elliptic problems when lack of compactness occurs. This resear...
We give a blow-up behavior for the solutions of an elliptic equation with boundary singularity, unde...
We give a blow-up behavior for the solutions of an elliptic equation under some conditions. We also ...
AbstractThis paper provides a new fixed point theorem for increasing self-mappings G:B→B of a closed...
AbstractSequences of positive solutions to semilinear elliptic equations of critical exponential gro...
AbstractWe consider the elliptic system Δu=upvq, Δv=urvs in Ω, where p,s>1, q,r>0, and Ω⊂RN is a smo...
This paper is concerned with the elliptic system (0.1) ∆v = φ, ∆φ = |∇v|^2 posed in a bounded dom...
AbstractThe compactness method to weighted spaces is extended to prove the following theorem:Let H2,...
AbstractWe consider the Dirichlet boundary value problem for an elliptic inclusion governed by a qua...
In the study of nonlinear elliptic PDEs, variational and topological methods are the essential tools...
We give a quantization analysis to an elliptic system with Dirichlet condition. An application, we h...
AbstractThe positive, radially symmetric solutions of semilinear Dirichlet problems in annuli is stu...
Abstract. In this paper we consider the elliptic system ∆u = up − vq, ∆v = −ur + vs in Ω, where the ...
The book is dedicated to the study of elliptic problems when lack of compactness occurs. This resear...
Abstract. This paper is concerned with the elliptic system ∆v = φ, ∆φ = |∇v|2, (0.1) posed in a boun...
The book is dedicated to the study of elliptic problems when lack of compactness occurs. This resear...
We give a blow-up behavior for the solutions of an elliptic equation with boundary singularity, unde...
We give a blow-up behavior for the solutions of an elliptic equation under some conditions. We also ...
AbstractThis paper provides a new fixed point theorem for increasing self-mappings G:B→B of a closed...
AbstractSequences of positive solutions to semilinear elliptic equations of critical exponential gro...
AbstractWe consider the elliptic system Δu=upvq, Δv=urvs in Ω, where p,s>1, q,r>0, and Ω⊂RN is a smo...
This paper is concerned with the elliptic system (0.1) ∆v = φ, ∆φ = |∇v|^2 posed in a bounded dom...
AbstractThe compactness method to weighted spaces is extended to prove the following theorem:Let H2,...
AbstractWe consider the Dirichlet boundary value problem for an elliptic inclusion governed by a qua...
In the study of nonlinear elliptic PDEs, variational and topological methods are the essential tools...
We give a quantization analysis to an elliptic system with Dirichlet condition. An application, we h...
AbstractThe positive, radially symmetric solutions of semilinear Dirichlet problems in annuli is stu...
Abstract. In this paper we consider the elliptic system ∆u = up − vq, ∆v = −ur + vs in Ω, where the ...
The book is dedicated to the study of elliptic problems when lack of compactness occurs. This resear...
Abstract. This paper is concerned with the elliptic system ∆v = φ, ∆φ = |∇v|2, (0.1) posed in a boun...
The book is dedicated to the study of elliptic problems when lack of compactness occurs. This resear...