AbstractWe prove that certain maximal functions defined through the Poisson integrals associated with ultraspherical series characterize some weighted Hardy spaces on the finite interval
AbstractNew Wiener amalgam spaces are introduced for local Hardy spaces. A general summability metho...
We prove that maximal operators of convolution type associated to smooth kernels are bounded in the ...
We state embedding theorems between spaces of functions defined on the real semi-axis, which can gro...
AbstractWe study Hardy spaces on the boundary of a smooth open subset or Rn and prove that they can ...
AbstractIn this paper, applying the atomic decomposition and molecular characterization of the real ...
AbstractIn this paper, we will characterize the weighted Hardy spaces by the intrinsic square functi...
We study the weighted p -> q-boundedness of the multidimensional weighted Hardy-type operators H-ome...
We do research on the real method of Hardy spaces associated with the Dunkl setting on the real line...
AbstractIn this paper, using a modified Poisson kernel in an upper half-space, we prove that a harmo...
AbstractLet φ:Rn×[0,∞)→[0,∞) be such that φ(x,⋅) is an Orlicz function and φ(⋅,t) is a Muckenhoupt A...
AbstractWhen Hardy–Littlewood maximal operator is bounded on Lp(⋅)(Rn) space we prove [Lp(⋅)(Rn),BMO...
AbstractIn this study, we want to emphasize the role of some Hardy inequalities in the blow-up pheno...
AbstractOur aim in this paper is to deal with Sobolev's type inequality, Hardy's type inequality and...
AbstractWe give an alternative proof of a theorem of Stein and Weiss: The distribution function of t...
AbstractWe study the behavior of the Fourier sums in orthonormal polynomial systems, related to expo...
AbstractNew Wiener amalgam spaces are introduced for local Hardy spaces. A general summability metho...
We prove that maximal operators of convolution type associated to smooth kernels are bounded in the ...
We state embedding theorems between spaces of functions defined on the real semi-axis, which can gro...
AbstractWe study Hardy spaces on the boundary of a smooth open subset or Rn and prove that they can ...
AbstractIn this paper, applying the atomic decomposition and molecular characterization of the real ...
AbstractIn this paper, we will characterize the weighted Hardy spaces by the intrinsic square functi...
We study the weighted p -> q-boundedness of the multidimensional weighted Hardy-type operators H-ome...
We do research on the real method of Hardy spaces associated with the Dunkl setting on the real line...
AbstractIn this paper, using a modified Poisson kernel in an upper half-space, we prove that a harmo...
AbstractLet φ:Rn×[0,∞)→[0,∞) be such that φ(x,⋅) is an Orlicz function and φ(⋅,t) is a Muckenhoupt A...
AbstractWhen Hardy–Littlewood maximal operator is bounded on Lp(⋅)(Rn) space we prove [Lp(⋅)(Rn),BMO...
AbstractIn this study, we want to emphasize the role of some Hardy inequalities in the blow-up pheno...
AbstractOur aim in this paper is to deal with Sobolev's type inequality, Hardy's type inequality and...
AbstractWe give an alternative proof of a theorem of Stein and Weiss: The distribution function of t...
AbstractWe study the behavior of the Fourier sums in orthonormal polynomial systems, related to expo...
AbstractNew Wiener amalgam spaces are introduced for local Hardy spaces. A general summability metho...
We prove that maximal operators of convolution type associated to smooth kernels are bounded in the ...
We state embedding theorems between spaces of functions defined on the real semi-axis, which can gro...
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