AbstractL1-convergence theorems for Fourier series with complex quasimonotone coefficients are generalized. The class of null sequences of bounded variation of order m is extended and the point-wise theorem for Fourier series with such coefficients is proved
AbstractNecessary conditions for the weak convergence of Fourier series in orthogonal polynomials ar...
In this paper, using rest bounded variation sequences and head bounded variation sequences, some new...
Necessary conditions for the weak convergence of Fourier series in orthogonal polynomials are given....
AbstractA result of Nurcombe giving a necessary and sufficient condition for the uniform convergence...
AbstractA result of Nurcombe giving a necessary and sufficient condition for the uniform convergence...
AbstractIn this note, the well known theorem of Chaundy and Jolliffe giving necessary and sufficient...
Result concerning integrability of f(x)L(l/x)(g(x)L(l/x)), where f(x)(g(x)) is the pointwise limit o...
The investigation is concerned with series of Fourier coefficients from elements of spaces of functi...
This dissertation is devoted to the study of some properties and applications of functions of genera...
This dissertation is devoted to the study of some properties and applications of functions of genera...
This thesis is an analysis of convergence results on Fourier series. Convergence of Fourier series i...
It is shown that the Fourier coefficients satisfying Stanojević\u27s Tauberian condition can be repr...
AbstractNecessary and sufficient conditions which imply the uniform convergence of the Fourier–Jacob...
AbstractWe extend the class of double null sequences of complex numbers that are of bounded variatio...
Abstract. It is proved that the complex double Fourier series of an integrable func-tion f (x, y) wi...
AbstractNecessary conditions for the weak convergence of Fourier series in orthogonal polynomials ar...
In this paper, using rest bounded variation sequences and head bounded variation sequences, some new...
Necessary conditions for the weak convergence of Fourier series in orthogonal polynomials are given....
AbstractA result of Nurcombe giving a necessary and sufficient condition for the uniform convergence...
AbstractA result of Nurcombe giving a necessary and sufficient condition for the uniform convergence...
AbstractIn this note, the well known theorem of Chaundy and Jolliffe giving necessary and sufficient...
Result concerning integrability of f(x)L(l/x)(g(x)L(l/x)), where f(x)(g(x)) is the pointwise limit o...
The investigation is concerned with series of Fourier coefficients from elements of spaces of functi...
This dissertation is devoted to the study of some properties and applications of functions of genera...
This dissertation is devoted to the study of some properties and applications of functions of genera...
This thesis is an analysis of convergence results on Fourier series. Convergence of Fourier series i...
It is shown that the Fourier coefficients satisfying Stanojević\u27s Tauberian condition can be repr...
AbstractNecessary and sufficient conditions which imply the uniform convergence of the Fourier–Jacob...
AbstractWe extend the class of double null sequences of complex numbers that are of bounded variatio...
Abstract. It is proved that the complex double Fourier series of an integrable func-tion f (x, y) wi...
AbstractNecessary conditions for the weak convergence of Fourier series in orthogonal polynomials ar...
In this paper, using rest bounded variation sequences and head bounded variation sequences, some new...
Necessary conditions for the weak convergence of Fourier series in orthogonal polynomials are given....
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