The following pages link to (Q5421340):
Displaying 21 items.
- Nonlinear approximation by renormalized trigonometric system (Q469024) (← links)
- Lacunary Fourier and Walsh-Fourier series near \(L^1\) (Q486336) (← links)
- On the pointwise convergence of the sequence of partial Fourier sums along lacunary subsequences (Q694756) (← links)
- Behavior of sequences of partial Fourier sums of continuous functions near the points of their divergence (Q789654) (← links)
- Almost everywhere divergent subsequences of Fourier sums of functions from \(\varphi (L) \cap H_1^\omega\) (Q1033955) (← links)
- Everywhere divergent trigonometric series (Q1100676) (← links)
- On the convergence to infinity of Fourier series along dense subsequences of numbers (Q1261261) (← links)
- On the divergence of trigonometric Fourier series in classes \(\varphi(L)\) close to \(L\) (Q1675317) (← links)
- Cesàro means of subsequences of partial sums of trigonometric Fourier series (Q1755509) (← links)
- On the pointwise divergence of general trigonometric series. (Q1810075) (← links)
- On divergence of a subsequence of the partial sums of multiple trigonometric Fourier series (Q1813237) (← links)
- On the divergence of subsequences of partial Walsh-Fourier sums (Q1996314) (← links)
- On the divergence sets of Fourier series in systems of characters of compact abelian groups (Q2170494) (← links)
- The pointwise convergence of Fourier series. II: strong \(L^1\) case for the lacunary Carleson operator (Q2335486) (← links)
- On almost everywhere convergence of lacunary sequences of multiple rectangular Fourier sums (Q2362416) (← links)
- Sergei Vladimirovich Konyagin turns 60 (Q2423205) (← links)
- Pointwise convergence of Fourier series. I: On a conjecture of Konyagin (Q2628327) (← links)
- On the Pringsheim convergence of a subsequence of partial sums of a Fourier trigonometric series (Q2692747) (← links)
- On everywhere divergence of trigonometric Fourier series (Q4515765) (← links)
- Metric divergence of trigonometric Fourier series (Q5942593) (← links)
- Almost everywhere divergence of Cesàro means of subsequences of partial sums of trigonometric Fourier series (Q6583571) (← links)
