Add to ORKGAn approximation for the Fourier transforms of absolutely continuous mappings in terms of the exponential mean, and the study of error bounds when g' ∈ Lp [a, b] (1 ≤ p ≤ ∞) are given
This correspondence studies the calculation of the Hilbert transform of continuous functions f with ...
In this paper, we have proved four theorems on the degree of approximation ofcontinuous functions by...
In this paper we develop some approximations of the two-dimensional Finite-Fourier transform in term...
An approximation for the Fourier transforms of absolutely continuous mappings in terms of the expone...
Abstract. In this paper we point out an approximation for the Fourier transform for functions of bou...
The approximation order provided by a directed set fs h g h?0 of spaces, each spanned by the hZZ d...
In this paper we point out an approximation for the Fourier transform\ud for functions of bounded va...
AbstractUnder some assumptions on a function F and its Fourier transform F̂ we prove new estimates o...
Using some techniques developed by Dragomir and Wang in the\ud recent paper [2] in connection to Ost...
Using some techniques developed by Dragomir and Wang in the recent paper [2] in connection to Ostro...
A fundamental theme in classical Fourier analysis relates smoothness properties of functions to the ...
WOS: 000441924900001The finite Hilbert transform is a practical instrument in the field of signal pr...
Some estimates for the error in approximating the Finite Fourier\ud Transform in terms of exponentia...
WOS: 000503431300006In this study, approximating the finite Hilbert transform are given for absolute...
The paper presents an approximation theorem, somewhat similar in content to Stone-Weierstrass theore...
This correspondence studies the calculation of the Hilbert transform of continuous functions f with ...
In this paper, we have proved four theorems on the degree of approximation ofcontinuous functions by...
In this paper we develop some approximations of the two-dimensional Finite-Fourier transform in term...
An approximation for the Fourier transforms of absolutely continuous mappings in terms of the expone...
Abstract. In this paper we point out an approximation for the Fourier transform for functions of bou...
The approximation order provided by a directed set fs h g h?0 of spaces, each spanned by the hZZ d...
In this paper we point out an approximation for the Fourier transform\ud for functions of bounded va...
AbstractUnder some assumptions on a function F and its Fourier transform F̂ we prove new estimates o...
Using some techniques developed by Dragomir and Wang in the\ud recent paper [2] in connection to Ost...
Using some techniques developed by Dragomir and Wang in the recent paper [2] in connection to Ostro...
A fundamental theme in classical Fourier analysis relates smoothness properties of functions to the ...
WOS: 000441924900001The finite Hilbert transform is a practical instrument in the field of signal pr...
Some estimates for the error in approximating the Finite Fourier\ud Transform in terms of exponentia...
WOS: 000503431300006In this study, approximating the finite Hilbert transform are given for absolute...
The paper presents an approximation theorem, somewhat similar in content to Stone-Weierstrass theore...
This correspondence studies the calculation of the Hilbert transform of continuous functions f with ...
In this paper, we have proved four theorems on the degree of approximation ofcontinuous functions by...
In this paper we develop some approximations of the two-dimensional Finite-Fourier transform in term...