Add to ORKGstated a result about the interpolation of operations without proof. Recently A. Zygmund [9] has completed the theory with a certain application to the theory of Fourier series. This method can be applied to the theory of Fourier transform. This is the purpose of our paper
AbstractA certain minimal extrapolation problem for Fourier transforms is known to have consequences...
Uses techniques of Fourier series and functional analysis to deal with certain problems in different...
By the use of two examples, we discuss the techniques of Fourier analysis in the study of problems i...
The concept of Fourier Series is widely used in several Engineering problems like Wave Equations, He...
Abstract. A well-known conjecture in harmonic analysis is that the sequence of partial Fourier sums ...
Abstract We establish some reiteration theorems for limiting K-interpolation methods, thereby obtain...
The functional series, and especially the Fourier series, are an important mathematical apparatus ex...
The purpose of this paper is to develop some of the more basic Fourier transforms which are the outg...
The limiting real interpolation method is applied to describe the behavior of the Fourier coefficien...
AbstractUsing Fourier and Hankel transform techniques and a complex contour integration method that ...
This book is the third edition of the 1999 lecture notes of the courses on interpolation theory that...
Fourier Series are a powerful tool in Applied Mathematics; indeed, their importance is twofold since...
This paper discusses the possibility of obtaining the Fourier transform of an arbitrary function, wh...
In Fourier Analysis and Approximation of Functions basics of classical Fourier Analysis are given as...
The non-linear Fourier transform may be considered an extension of Fourier analysis to non-linear pr...
AbstractA certain minimal extrapolation problem for Fourier transforms is known to have consequences...
Uses techniques of Fourier series and functional analysis to deal with certain problems in different...
By the use of two examples, we discuss the techniques of Fourier analysis in the study of problems i...
The concept of Fourier Series is widely used in several Engineering problems like Wave Equations, He...
Abstract. A well-known conjecture in harmonic analysis is that the sequence of partial Fourier sums ...
Abstract We establish some reiteration theorems for limiting K-interpolation methods, thereby obtain...
The functional series, and especially the Fourier series, are an important mathematical apparatus ex...
The purpose of this paper is to develop some of the more basic Fourier transforms which are the outg...
The limiting real interpolation method is applied to describe the behavior of the Fourier coefficien...
AbstractUsing Fourier and Hankel transform techniques and a complex contour integration method that ...
This book is the third edition of the 1999 lecture notes of the courses on interpolation theory that...
Fourier Series are a powerful tool in Applied Mathematics; indeed, their importance is twofold since...
This paper discusses the possibility of obtaining the Fourier transform of an arbitrary function, wh...
In Fourier Analysis and Approximation of Functions basics of classical Fourier Analysis are given as...
The non-linear Fourier transform may be considered an extension of Fourier analysis to non-linear pr...
AbstractA certain minimal extrapolation problem for Fourier transforms is known to have consequences...
Uses techniques of Fourier series and functional analysis to deal with certain problems in different...
By the use of two examples, we discuss the techniques of Fourier analysis in the study of problems i...