Add to ORKGAbstract. Let f denote a 2pi periodic function in L[0, 2pi], and f̂(n), n ∈ Z, be its Fourier coefficients. For a function f of the generalized Wiener class∧ BV(p(n) ↑ ∞) we have proved that f̂(n) =
Abstract. The Fourier transforms of functions with compact and convex supports as well as with non-c...
Abstract. We formulate and derive a generalization of an orthogonal rational-function basis for spec...
We will investigate properties of functions in the Wiener class BVp[a,b] with 0<p<1. We prove that a...
This paper deals with the Fourier coefficients of a function of class Lp. We give a necessary and su...
In the present thesis we study the different problems concerning the Fourier series of function of W...
In the present thesis we study the different problems concerning the Fourier series of function of W...
This thesis concerns the Wiener algebra of periodic functions with absolutely convergent Fourier ser...
This thesis concerns the Wiener algebra of periodic functions with absolutely convergent Fourier ser...
This thesis concerns the Wiener algebra of periodic functions with absolutely convergent Fourier ser...
Abstract. Let f be a 2pi periodic function in L1[0, 2pi] and f̂(n), n ∈ Z, be its Fourier coefficien...
given, necessary and sufficient conditions, so that a function with double Fourier series belongs th...
ABSTRACT is a str iet inc l us ion. Benee for an arbi t r ary 1 < P < co, Wiener ' s clas...
AbstractIn Part I we introduced the generalized Wiener rational basis functions, and here in Part II...
In Part I we introduced the generalized Wiener rational basis functions, and here in Part II we cont...
In constructing local Fourier bases and in solving differential equations with nonperiodic solutions...
Abstract. The Fourier transforms of functions with compact and convex supports as well as with non-c...
Abstract. We formulate and derive a generalization of an orthogonal rational-function basis for spec...
We will investigate properties of functions in the Wiener class BVp[a,b] with 0<p<1. We prove that a...
This paper deals with the Fourier coefficients of a function of class Lp. We give a necessary and su...
In the present thesis we study the different problems concerning the Fourier series of function of W...
In the present thesis we study the different problems concerning the Fourier series of function of W...
This thesis concerns the Wiener algebra of periodic functions with absolutely convergent Fourier ser...
This thesis concerns the Wiener algebra of periodic functions with absolutely convergent Fourier ser...
This thesis concerns the Wiener algebra of periodic functions with absolutely convergent Fourier ser...
Abstract. Let f be a 2pi periodic function in L1[0, 2pi] and f̂(n), n ∈ Z, be its Fourier coefficien...
given, necessary and sufficient conditions, so that a function with double Fourier series belongs th...
ABSTRACT is a str iet inc l us ion. Benee for an arbi t r ary 1 < P < co, Wiener ' s clas...
AbstractIn Part I we introduced the generalized Wiener rational basis functions, and here in Part II...
In Part I we introduced the generalized Wiener rational basis functions, and here in Part II we cont...
In constructing local Fourier bases and in solving differential equations with nonperiodic solutions...
Abstract. The Fourier transforms of functions with compact and convex supports as well as with non-c...
Abstract. We formulate and derive a generalization of an orthogonal rational-function basis for spec...
We will investigate properties of functions in the Wiener class BVp[a,b] with 0<p<1. We prove that a...