Add to ORKGWe give here new results on eigenvalue problems and on the maximum or the antimaximum principle for some elliptic problems with weights which are either defined on IRN or defined on non smooth domains
Proceedings of the international conference on differential and difference equations and their appli...
In this paper we prove a general result giving the maximum and the antimaximum principles in a unita...
The main scope of this article is to define the concept of principal eigenvalue for fully non linear...
Focusing on extremal problems, this book looks for a domain which minimizes or maximizes a given eig...
We consider eigenvalue problems for general elliptic operators of arbitrary order subject to homogen...
The maximum and anti-maximum principles are extended to the case of eigenvalue Sturm-Liouville probl...
A class of linear operators L + lambda I between suitable function spaces is considered, when 0 is a...
We prove the existence of a principal eigenvalue and we derive a ”Refined Maximum Principle ” for an...
AbstractWe consider the strong and weak discrete maximum principles for matrix equations associated ...
We investigate a maximization problem involving the energy integral of the solutions to special elli...
AbstractWe study the maximum principle, the existence of eigenvalue and the existence of solution fo...
Abstract. We introduce weak discrete maximum principles for matrix equa-tions associated with some e...
AbstractWe study the fully nonlinear elliptic equation(0.1)F(D2u,Du,u,x)=f in a smooth bounded domai...
A study of the antimaximum principle (AMP) for a class of equations involving the p-Laplacian operat...
We establish a maximum principle for subsolutions of second order elliptic equations. In particular,...
Proceedings of the international conference on differential and difference equations and their appli...
In this paper we prove a general result giving the maximum and the antimaximum principles in a unita...
The main scope of this article is to define the concept of principal eigenvalue for fully non linear...
Focusing on extremal problems, this book looks for a domain which minimizes or maximizes a given eig...
We consider eigenvalue problems for general elliptic operators of arbitrary order subject to homogen...
The maximum and anti-maximum principles are extended to the case of eigenvalue Sturm-Liouville probl...
A class of linear operators L + lambda I between suitable function spaces is considered, when 0 is a...
We prove the existence of a principal eigenvalue and we derive a ”Refined Maximum Principle ” for an...
AbstractWe consider the strong and weak discrete maximum principles for matrix equations associated ...
We investigate a maximization problem involving the energy integral of the solutions to special elli...
AbstractWe study the maximum principle, the existence of eigenvalue and the existence of solution fo...
Abstract. We introduce weak discrete maximum principles for matrix equa-tions associated with some e...
AbstractWe study the fully nonlinear elliptic equation(0.1)F(D2u,Du,u,x)=f in a smooth bounded domai...
A study of the antimaximum principle (AMP) for a class of equations involving the p-Laplacian operat...
We establish a maximum principle for subsolutions of second order elliptic equations. In particular,...
Proceedings of the international conference on differential and difference equations and their appli...
In this paper we prove a general result giving the maximum and the antimaximum principles in a unita...
The main scope of this article is to define the concept of principal eigenvalue for fully non linear...