摘要
A weighted Hpω(G) multiplier theorem on the multiplier operator T associated with a function m∈ L∞ (Γ) is shown and the atomic decomposition of functions fin Hp*(G) is obtained, where G is a Vilenkin group, r its dual, 0 【 p≤1 and ω is a weight on G which is more general than that proposed by C. W. Onneweer et al.
A weightedH ω p (G) multiplier theorem on the multiplier operatorT associated with a functionm ∈ L ∞ (Γ) is shown and the atomic decomposition of functionsf inH ω p (G) is obtained, where G is a Vilenkin group, Γ its dual, 0 <p ≤ 1 1 and ω is a weight onG which is more general than that proposed by C. W. Onneweeret al.
