ABSTRACT. We apply the expression for the norm of a function in the weighted Lorentz space, with respect to the distribution function, to obtain as a simple conse-quence some weighted inequalities for integral operators. 1. Introduction. Given a measure space 94. and a function k: fW x R+ —> W~, we define the operator roo Tkf(x) = jo k(xj)f(t)dt
The common topic of this thesis is boundedness of integral and supremal operators between weighted f...
The common topic of this thesis is boundedness of integral and supremal operators between weighted f...
A precise characterization of inequalities in weighted Lebesgue spaces with positive quasilinear int...
Abstract. A generalization is obtained for a non-negative weight function w for which there is a non...
In this paper, we obtain sufficient conditions for the weighted Fourier-type transforms to be bounde...
AbstractWe find a new expression for the norm of a function in the weighted Loreritz space, with res...
Title: Integral and Supremal Operators on Weighted Function Spaces Author: Martin Křepela Department...
In this paper we study boundedness of the convolution operator in different Lorentz spaces. In parti...
Abstract. In this paper we study boundedness of the convolution operator in different Lorentz spaces...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
Weight estimates for norms of operators with two variable limits of integration are presented. Given...
Abstract. We characterize boundedness of a convolution operator with a xed kernel between the weight...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
The common topic of this thesis is boundedness of integral and supremal operators between weighted f...
The common topic of this thesis is boundedness of integral and supremal operators between weighted f...
A precise characterization of inequalities in weighted Lebesgue spaces with positive quasilinear int...
Abstract. A generalization is obtained for a non-negative weight function w for which there is a non...
In this paper, we obtain sufficient conditions for the weighted Fourier-type transforms to be bounde...
AbstractWe find a new expression for the norm of a function in the weighted Loreritz space, with res...
Title: Integral and Supremal Operators on Weighted Function Spaces Author: Martin Křepela Department...
In this paper we study boundedness of the convolution operator in different Lorentz spaces. In parti...
Abstract. In this paper we study boundedness of the convolution operator in different Lorentz spaces...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
Weight estimates for norms of operators with two variable limits of integration are presented. Given...
Abstract. We characterize boundedness of a convolution operator with a xed kernel between the weight...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
The common topic of this thesis is boundedness of integral and supremal operators between weighted f...
The common topic of this thesis is boundedness of integral and supremal operators between weighted f...
A precise characterization of inequalities in weighted Lebesgue spaces with positive quasilinear int...
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