ABSTRACT: We prove some properties of the first eigenvalue for the elliptic system −∆pu = λ|u|α|v|βv in Ω, −∆qv = λ|u|α|v|βu in Ω, (u,v) ∈ W1,p 0 (Ω) ×W1,q 0 (Ω). In particular, the first eigenvalue is shown to be simple. Moreover, the stability with respect to (p,q) is established
AbstractThis note is concerned with the existence and isolation of the first eigenvalue of the weigh...
In this paper, we introduce and analyze some two-grid methods for nonlinear elliptic eigenvalue prob...
In this paper, we introduce and analyze some two-grid methods for nonlinear elliptic eigenvalue prob...
In this article, we deal with the first eigenvalue for a nonlinear gradient type elliptic system inv...
This article concerns special properties of the principal eigenvalue of a nonlinear elliptic system...
summary:In this paper existence and multiplicity of solutions of the elliptic problem $\Cal L u + \l...
We consider the Dirichlet eigenvalue problem $$ -\hbox{div}(|\nabla u|^{p-2}\nabla u ) =\lambda \| u...
AbstractFor singular elliptic fully-nonlinear operators we prove that the eigenfunctions correspondi...
International audienceIn this paper we consider generalized eigenvalue problems for a family of oper...
In this paper, we introduce and analyze some two-grid methods for nonlinear elliptic eigenvalue prob...
This work presents a proof of the dependence of the first eigenvalue for uniformly elliptic partial ...
This work presents a proof of the dependence of the first eigenvalue for uniformly elliptic partial ...
This work presents a proof of the dependence of the first eigenvalue for uniformly elliptic partial ...
Abstract We study an eigenvalue problem for functions in ℝN and we find sufficient c...
This is a continuation of Ikoma and Ishii (Ann Inst H Poincaré Anal Non Linéaire 29:783–812, 2012) a...
AbstractThis note is concerned with the existence and isolation of the first eigenvalue of the weigh...
In this paper, we introduce and analyze some two-grid methods for nonlinear elliptic eigenvalue prob...
In this paper, we introduce and analyze some two-grid methods for nonlinear elliptic eigenvalue prob...
In this article, we deal with the first eigenvalue for a nonlinear gradient type elliptic system inv...
This article concerns special properties of the principal eigenvalue of a nonlinear elliptic system...
summary:In this paper existence and multiplicity of solutions of the elliptic problem $\Cal L u + \l...
We consider the Dirichlet eigenvalue problem $$ -\hbox{div}(|\nabla u|^{p-2}\nabla u ) =\lambda \| u...
AbstractFor singular elliptic fully-nonlinear operators we prove that the eigenfunctions correspondi...
International audienceIn this paper we consider generalized eigenvalue problems for a family of oper...
In this paper, we introduce and analyze some two-grid methods for nonlinear elliptic eigenvalue prob...
This work presents a proof of the dependence of the first eigenvalue for uniformly elliptic partial ...
This work presents a proof of the dependence of the first eigenvalue for uniformly elliptic partial ...
This work presents a proof of the dependence of the first eigenvalue for uniformly elliptic partial ...
Abstract We study an eigenvalue problem for functions in ℝN and we find sufficient c...
This is a continuation of Ikoma and Ishii (Ann Inst H Poincaré Anal Non Linéaire 29:783–812, 2012) a...
AbstractThis note is concerned with the existence and isolation of the first eigenvalue of the weigh...
In this paper, we introduce and analyze some two-grid methods for nonlinear elliptic eigenvalue prob...
In this paper, we introduce and analyze some two-grid methods for nonlinear elliptic eigenvalue prob...
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