We prove a higher order inequality of Hardy-type for functions in anisotropic Sobolev spaces that vanish at the boundary of the space domain. This is an important calculus tool for the study of initial-boundary value problems of symmetric hyperbolic systems with characteristic boundary
In this paper we consider the initial-boundary value problem for linear symmetric hyperbolic system...
This text is devoted to maximal regularity results for second-order parabolic systems on Lipschitz d...
We prove optimal improvements of the Hardy inequality on the hyperbolic space. Here, optimal means t...
In this paper we focus our attention on an embedding result for a weighted Sobolev space that involv...
ABSTRACT. We generalize a theorem of Coifman, Lions, Meyer and Semmes to higher-order differential o...
This thesis consists of an introduction and five papers, which all deal with a new Sobolev type func...
We study the generalized Keldys-Fichera boundary value problem for a class of higher order equations...
In this paper, we establish several new anisotropic Hardy-Sobolev inequalities in mixed Lebesgue spa...
We investigate the k-th order Hardy inequality (1.1) for functions satisfying rather general boundar...
We study some Hardy-type inequalities involving a general norm in Rn and an anisotropic distance fun...
ABSTRACT. — We discuss uniqueness and nondegeneracy of extremals for some weighted Sobolev inequali...
AbstractIn this paper we obtain the global regularity estimates of the solutions in Sobolev spaces a...
AbstractIn this study, we want to emphasize the role of some Hardy inequalities in the blow-up pheno...
Two scales of harmonic Hardy-Sobolev spaces are introduced and their boundary regularity is studied....
Abstract. We investigate vanishing properties of nonnegative solutions of anisotropic elliptic and p...
In this paper we consider the initial-boundary value problem for linear symmetric hyperbolic system...
This text is devoted to maximal regularity results for second-order parabolic systems on Lipschitz d...
We prove optimal improvements of the Hardy inequality on the hyperbolic space. Here, optimal means t...
In this paper we focus our attention on an embedding result for a weighted Sobolev space that involv...
ABSTRACT. We generalize a theorem of Coifman, Lions, Meyer and Semmes to higher-order differential o...
This thesis consists of an introduction and five papers, which all deal with a new Sobolev type func...
We study the generalized Keldys-Fichera boundary value problem for a class of higher order equations...
In this paper, we establish several new anisotropic Hardy-Sobolev inequalities in mixed Lebesgue spa...
We investigate the k-th order Hardy inequality (1.1) for functions satisfying rather general boundar...
We study some Hardy-type inequalities involving a general norm in Rn and an anisotropic distance fun...
ABSTRACT. — We discuss uniqueness and nondegeneracy of extremals for some weighted Sobolev inequali...
AbstractIn this paper we obtain the global regularity estimates of the solutions in Sobolev spaces a...
AbstractIn this study, we want to emphasize the role of some Hardy inequalities in the blow-up pheno...
Two scales of harmonic Hardy-Sobolev spaces are introduced and their boundary regularity is studied....
Abstract. We investigate vanishing properties of nonnegative solutions of anisotropic elliptic and p...
In this paper we consider the initial-boundary value problem for linear symmetric hyperbolic system...
This text is devoted to maximal regularity results for second-order parabolic systems on Lipschitz d...
We prove optimal improvements of the Hardy inequality on the hyperbolic space. Here, optimal means t...
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