Resumen de Unconditional convergence of wavelet expansion on the Cantor dyadic group

Yuri Farkov, Ushangi Goginava, Tengizi S. Kopaliani

• In this paper we prove that wavelet expansions on the Cantor dyadic group G converge unconditionally in the dyadic Hardy space H1 (G). We will do it for wavelets satisfying the regularity condition of H¨older-Lipshitz type.