SU\G(𝔸)/K·U

Almost everywhere convergence of Walsh Fourier series of $H^{1}$-functions

Narendrakumar Ramanlal Ladhawala, David Charles Pankratz

Type: Article

Publication Date: 1976-01-01

Citations: 8

DOI: https://doi.org/10.4064/sm-59-1-85-92

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Works That Cite This (8)

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+ Results on spline-Fourier and Ciesielski-Fourier series 2006 Ferenc Weisz
+ Almost everywhere convergence of Ciesielski-Fourier series of H1functions 2004 Ferenc Weisz
+ PDF Chat Almost everywhere convergence of Vilenkin-Fourier series of 𝐻¹ functions 1990 Wo-Sang Young
+ Almost everywhere convergence of Fejér and logarithmic means of subsequences of partial sums of the Walsh–Fourier series of integrable functions 2009 György Gát
+ Summation of Walsh-Fourier Series, Convergence and Divergence 2014 György Gát
+ Bounded divergence of series with respect to a Walsh system 1982 S. Yu. Lukashenko
+ Reconstruction of Functions via Walsh-Fourier Cofficients 2012 György Gát
+ On boundedly divergent Walsh-Fourier series 1990 Ferenc Schipp

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