On the unconditional convergence of wavelet expansions for continuous functions
Naohiro Fukuda, Tamotu Kinoshita, Toshio Suzuki · International Journal of Wavelets Multiresolution and Information Processing · 2016
In this paper, we study the unconditional convergence of wavelet expansions with Lipschitz wavelets. Especially with the Strömberg wavelet, we shall construct a counter example which shows that uniformly convergent wavelet expansions even for continuous functions do not always converge unconditionally in [Formula: see text].