A study of the antimaximum principle (AMP) for a class of equations involving the p-Laplacian operator with indefinite weights was presented. The AMP was extended to the case of a linear operator with weight and to the case of a nonlinear operator without weight. The uniformity of the AMP was discussed and a variational characterization for the interval of uniformity was provided.SCOPUS: ar.jinfo:eu-repo/semantics/publishe
AbstractIn this note we give some remarks and improvements on our recent paper [5] about an optimiza...
In these notes we prove some versions of the maximum principle for general elliptic operators. After...
A class of linear operators L + lambda I between suitable function spaces is considered, when 0 is a...
International audienceWe consider in this paper equations defined in R N involving Schrödinger opera...
We investigate the interval of validity for anti-maximum principle for quasilinear operator involvin...
We prove that an antimaximum principle holds for the Neumann and Dirichlet periodic parabolic linear...
We give here new results on eigenvalue problems and on the maximum or the antimaximum principle for ...
In this paper we prove a general result giving the maximum and the antimaximum principles in a unita...
We establish a maximum principle for the weighted $(p,q)$-Laplacian, which extends the general Pucci...
Under suitable assumptions, we study the existence of a weak nontrivial solution for the following S...
International audienceWe are concerned with the sign of the solutions of non-cooperative systems whe...
AbstractIn this paper some characterizations for the validity of both maximum and weak comparison pr...
In this paper we study the strong maximum principle for equations of the form F[u] = H(u, |Du|) wher...
In this note we give three counter-examples which show that the Maximum Principle generally fails fo...
We establish a maximum principle for subsolutions of second order elliptic equations. In particular,...
AbstractIn this note we give some remarks and improvements on our recent paper [5] about an optimiza...
In these notes we prove some versions of the maximum principle for general elliptic operators. After...
A class of linear operators L + lambda I between suitable function spaces is considered, when 0 is a...
International audienceWe consider in this paper equations defined in R N involving Schrödinger opera...
We investigate the interval of validity for anti-maximum principle for quasilinear operator involvin...
We prove that an antimaximum principle holds for the Neumann and Dirichlet periodic parabolic linear...
We give here new results on eigenvalue problems and on the maximum or the antimaximum principle for ...
In this paper we prove a general result giving the maximum and the antimaximum principles in a unita...
We establish a maximum principle for the weighted $(p,q)$-Laplacian, which extends the general Pucci...
Under suitable assumptions, we study the existence of a weak nontrivial solution for the following S...
International audienceWe are concerned with the sign of the solutions of non-cooperative systems whe...
AbstractIn this paper some characterizations for the validity of both maximum and weak comparison pr...
In this paper we study the strong maximum principle for equations of the form F[u] = H(u, |Du|) wher...
In this note we give three counter-examples which show that the Maximum Principle generally fails fo...
We establish a maximum principle for subsolutions of second order elliptic equations. In particular,...
AbstractIn this note we give some remarks and improvements on our recent paper [5] about an optimiza...
In these notes we prove some versions of the maximum principle for general elliptic operators. After...
A class of linear operators L + lambda I between suitable function spaces is considered, when 0 is a...