Add to ORKGAbstract. It is a classical result that dyadic partial sums of the Fourier series of function
AbstractThis is devoted to the study of pointwise convergence of the rectangular partial sums of mul...
Let G be a compact, simply connected, simple Lie group of dimension N and rank R, and let P be a Wey...
We construct two adjacent sequences that converge to the sum of a given convergent pseries. In case ...
It is a classical result that for a function \(f\) \(\in\) L\(^p\)(\(\char{bbold10}{0x54}\)), dyadic...
The almost everywhere convergence of the dyadic Fourier series in L2 is studied. The logarithmic beh...
International audienceWe study Ramanujan-Fourier series of certain arithmetic functions of two varia...
The paper deals with the question of convergence of multiple Fourier-Haar series with partial sums t...
AbstractSufficient conditions are established for the pointwise convergence of square partial sums o...
AbstractThe pointwise convergence problem of the rectangular partial sums of a certain type of doubl...
Treballs finals del Màster en Matemàtica Avançada, Facultat de matemàtiques, Universitat de Barcelon...
Abstract. A new theorem on almost generalized Nörlund summability of conjugate series of Fourier ser...
For most orthogonal systems and their corresponding Fourier series, the study of the almost everywhe...
Let f be a periodic distribution of period 2π. Let ∑∞n=-∞aneinθ be its Fourier series. We show that ...
This thesis is an analysis of convergence results on Fourier series. Convergence of Fourier series i...
Abstract. A well-known conjecture in harmonic analysis is that the sequence of partial Fourier sums ...
AbstractThis is devoted to the study of pointwise convergence of the rectangular partial sums of mul...
Let G be a compact, simply connected, simple Lie group of dimension N and rank R, and let P be a Wey...
We construct two adjacent sequences that converge to the sum of a given convergent pseries. In case ...
It is a classical result that for a function \(f\) \(\in\) L\(^p\)(\(\char{bbold10}{0x54}\)), dyadic...
The almost everywhere convergence of the dyadic Fourier series in L2 is studied. The logarithmic beh...
International audienceWe study Ramanujan-Fourier series of certain arithmetic functions of two varia...
The paper deals with the question of convergence of multiple Fourier-Haar series with partial sums t...
AbstractSufficient conditions are established for the pointwise convergence of square partial sums o...
AbstractThe pointwise convergence problem of the rectangular partial sums of a certain type of doubl...
Treballs finals del Màster en Matemàtica Avançada, Facultat de matemàtiques, Universitat de Barcelon...
Abstract. A new theorem on almost generalized Nörlund summability of conjugate series of Fourier ser...
For most orthogonal systems and their corresponding Fourier series, the study of the almost everywhe...
Let f be a periodic distribution of period 2π. Let ∑∞n=-∞aneinθ be its Fourier series. We show that ...
This thesis is an analysis of convergence results on Fourier series. Convergence of Fourier series i...
Abstract. A well-known conjecture in harmonic analysis is that the sequence of partial Fourier sums ...
AbstractThis is devoted to the study of pointwise convergence of the rectangular partial sums of mul...
Let G be a compact, simply connected, simple Lie group of dimension N and rank R, and let P be a Wey...
We construct two adjacent sequences that converge to the sum of a given convergent pseries. In case ...