Add to ORKGsummary:Study of the equicontinuity of biharmonic functions, of the Harnack's principle and inequalities, and of their relations
summary:We discuss the existence and multiplicity of positive solutions for a class of second order ...
Soumis (15 pages)In this paper, we establish universal inequalities for eigenvalues of the clamped p...
In this paper, we introduce a new class H_{T}(f,g;\alpha ,k) of analytic functions in the open unit ...
summary:Study of the equicontinuity of biharmonic functions, of the Harnack's principle and inequali...
We consider the biharmonic operator subject to homogeneous boundary conditions of Neumann type on a...
AbstractThis paper is motivated by an open problem of Anderson, Vamanamurthy, and Vuorinen. We prove...
In this paper we introduce new spaces of holomorphic functions on the pointed unit disc of $\mathbb ...
In this paper, we study the Hardy-Rellich inequalities for polyharmonic operators in the critical di...
AbstractWe present the best constant and the extremal functions for an Improved Hardy–Sobolev inequa...
The paper gives a harmonic, ω-weighted, half-plane analog of W. Wirtinger's projection theorem and i...
AbstractIn this paper we consider two elliptic problems. The first one is a Dirichlet problem while ...
AbstractLet Ap(D) (1⩽p<∞) be the Bergman space over the open unit disk D in the complex plane. For p...
We deduce an inequality using elementary methods which makes it possible to prove a conjecture reg...
summary:We discuss the existence and multiplicity of positive solutions for a class of second order ...
AbstractIn contrast to the famous Henkin–Skoda theorem concerning the zero varieties of holomorphic ...
summary:We discuss the existence and multiplicity of positive solutions for a class of second order ...
Soumis (15 pages)In this paper, we establish universal inequalities for eigenvalues of the clamped p...
In this paper, we introduce a new class H_{T}(f,g;\alpha ,k) of analytic functions in the open unit ...
summary:Study of the equicontinuity of biharmonic functions, of the Harnack's principle and inequali...
We consider the biharmonic operator subject to homogeneous boundary conditions of Neumann type on a...
AbstractThis paper is motivated by an open problem of Anderson, Vamanamurthy, and Vuorinen. We prove...
In this paper we introduce new spaces of holomorphic functions on the pointed unit disc of $\mathbb ...
In this paper, we study the Hardy-Rellich inequalities for polyharmonic operators in the critical di...
AbstractWe present the best constant and the extremal functions for an Improved Hardy–Sobolev inequa...
The paper gives a harmonic, ω-weighted, half-plane analog of W. Wirtinger's projection theorem and i...
AbstractIn this paper we consider two elliptic problems. The first one is a Dirichlet problem while ...
AbstractLet Ap(D) (1⩽p<∞) be the Bergman space over the open unit disk D in the complex plane. For p...
We deduce an inequality using elementary methods which makes it possible to prove a conjecture reg...
summary:We discuss the existence and multiplicity of positive solutions for a class of second order ...
AbstractIn contrast to the famous Henkin–Skoda theorem concerning the zero varieties of holomorphic ...
summary:We discuss the existence and multiplicity of positive solutions for a class of second order ...
Soumis (15 pages)In this paper, we establish universal inequalities for eigenvalues of the clamped p...
In this paper, we introduce a new class H_{T}(f,g;\alpha ,k) of analytic functions in the open unit ...