DOIAbstract
AbstractFor functions f∈L1(R)∩C(R) with Fourier transforms fˆ in L1(R) we give necessary and sufficient conditions for f to belong to the generalized Lipschitz classes Hω,m and hω,m in terms of behavior of fˆ
AbstractFor functions f∈L1(R)∩C(R) with Fourier transforms fˆ in L1(R) we give necessary and sufficient conditions for f to belong to the generalized Lipschitz classes Hω,m and hω,m in terms of behavior of fˆ
The Fourier class of integral transforms with kernels $B(\omega r)$ has by definition inverse transf...
Abstract Our aim in this paper is to prove an analog of Younis's Theorem on the image under the...
ABSTRACT. In [4] we proved some theorems on the Fourier Transforms of functions satisfying condition...
given, necessary and sufficient conditions, so that a function with double Fourier series belongs th...
In this paper, using a generalized translation operator, we prove theestimates for the generalized F...
In this paper we obtain the necessary and sufficient conditions for embedding results of different f...
This paper is concerned with characterising, in terms of certain properties of their Fourier transfo...
AbstractWe study the smoothness property of a function f with absolutely convergent Fourier series, ...
ABSTRACT. The Fourier transforms of certain Lipschitz functions are discussed and compared with the ...
We study the structure of Lipschitz and Hölder-type spaces and their preduals on general metric spac...
ABSTRACT. The Fourier transforms of certain Lipschitz functions are discussed and compared with the ...
The necessary and sufficient conditions, in terms of Fourier transforms $$$\hat{f}$$$ of functions $...
We study the structure of Lipschitz and Hölder-type spaces and their preduals on general metric spa...
Using a generalized spherical mean operator, we obtain a generalizationof two theorems 84 and 85 of ...
In this paper, we obtain an analog of Theorem 5.2 in Younis [5] for the generalized Fourier-Bessel t...
The Fourier class of integral transforms with kernels $B(\omega r)$ has by definition inverse transf...
Abstract Our aim in this paper is to prove an analog of Younis's Theorem on the image under the...
ABSTRACT. In [4] we proved some theorems on the Fourier Transforms of functions satisfying condition...
given, necessary and sufficient conditions, so that a function with double Fourier series belongs th...
In this paper, using a generalized translation operator, we prove theestimates for the generalized F...
In this paper we obtain the necessary and sufficient conditions for embedding results of different f...
This paper is concerned with characterising, in terms of certain properties of their Fourier transfo...
AbstractWe study the smoothness property of a function f with absolutely convergent Fourier series, ...
ABSTRACT. The Fourier transforms of certain Lipschitz functions are discussed and compared with the ...
We study the structure of Lipschitz and Hölder-type spaces and their preduals on general metric spac...
ABSTRACT. The Fourier transforms of certain Lipschitz functions are discussed and compared with the ...
The necessary and sufficient conditions, in terms of Fourier transforms $$$\hat{f}$$$ of functions $...
We study the structure of Lipschitz and Hölder-type spaces and their preduals on general metric spa...
Using a generalized spherical mean operator, we obtain a generalizationof two theorems 84 and 85 of ...
In this paper, we obtain an analog of Theorem 5.2 in Younis [5] for the generalized Fourier-Bessel t...
The Fourier class of integral transforms with kernels $B(\omega r)$ has by definition inverse transf...
Abstract Our aim in this paper is to prove an analog of Younis's Theorem on the image under the...
ABSTRACT. In [4] we proved some theorems on the Fourier Transforms of functions satisfying condition...
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