AbstractIn this article, we consider a class of Dirichlet problems with Lp boundary data for polyharmonic functions in the upper half plane. By introducing a sequence of new kernel functions called higher order Schwarz kernels, integral representation solutions of the problems are given
AbstractThe Dirichlet problem for the region of the plane inside closed smooth curve C for second-or...
We analyse the spectral convergence of high order elliptic differential operators subject to singula...
We prove that μmk +m < Λmk , where μmk (Λmk ) are the eigenvalues of (-Δ)m on Ω ⊂ Rd, d ≥ 2, with Ne...
AbstractIn this article, we consider a class of Dirichlet problems with Lp boundary data for polyhar...
Abstract. In this article, we consider a class of Dirichlet problems with Lp boundary data for polyh...
Abstract. In this article, we consider a class of Dirichlet problems with Lp boundary data for polyh...
Abstract. In this article, we consider a class of Dirichlet problems with Lp boundary data for polyh...
This paper deals with Lopatinskii type boundary value problem (bvp) for the (poly) harmonic differen...
Abstract. In this article, we consider a class of Dirichlet problems with Lp boundary data for polyh...
AbstractLet B=B1(0) be the unit ball in Rn and r=|x|. We study the poly-harmonic Dirichlet problem{(...
AbstractPointwise estimates are derived for the kernels associated to the polyharmonic Dirichlet pro...
We analyse the spectral convergence of high order elliptic differential operators subject to singula...
We analyse the spectral convergence of high order elliptic differential operators subject to singula...
This paper considers the Schwarz problem that consists in finding a J-analytic function by its real ...
0\. Title page and table of contents 1\. Introduction 1 2\. Decompositions of Functions 5 2...
AbstractThe Dirichlet problem for the region of the plane inside closed smooth curve C for second-or...
We analyse the spectral convergence of high order elliptic differential operators subject to singula...
We prove that μmk +m < Λmk , where μmk (Λmk ) are the eigenvalues of (-Δ)m on Ω ⊂ Rd, d ≥ 2, with Ne...
AbstractIn this article, we consider a class of Dirichlet problems with Lp boundary data for polyhar...
Abstract. In this article, we consider a class of Dirichlet problems with Lp boundary data for polyh...
Abstract. In this article, we consider a class of Dirichlet problems with Lp boundary data for polyh...
Abstract. In this article, we consider a class of Dirichlet problems with Lp boundary data for polyh...
This paper deals with Lopatinskii type boundary value problem (bvp) for the (poly) harmonic differen...
Abstract. In this article, we consider a class of Dirichlet problems with Lp boundary data for polyh...
AbstractLet B=B1(0) be the unit ball in Rn and r=|x|. We study the poly-harmonic Dirichlet problem{(...
AbstractPointwise estimates are derived for the kernels associated to the polyharmonic Dirichlet pro...
We analyse the spectral convergence of high order elliptic differential operators subject to singula...
We analyse the spectral convergence of high order elliptic differential operators subject to singula...
This paper considers the Schwarz problem that consists in finding a J-analytic function by its real ...
0\. Title page and table of contents 1\. Introduction 1 2\. Decompositions of Functions 5 2...
AbstractThe Dirichlet problem for the region of the plane inside closed smooth curve C for second-or...
We analyse the spectral convergence of high order elliptic differential operators subject to singula...
We prove that μmk +m < Λmk , where μmk (Λmk ) are the eigenvalues of (-Δ)m on Ω ⊂ Rd, d ≥ 2, with Ne...
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