Boundedness for commutators of Littlewood-Paley operators on some Hardy spaces

In the present paper the $\left(H_b^p, L^p\right)$-type and $\left(H_b^{p, \infty}, L^{p, \infty}\right)$-type boundedness for the commutators associated with the Littlewood-Paley operators and $b\in BMO(R^n)$ are obtained, where $H_b^p$ and $H_b^{p,\infty}$ are, respectively, variants of the standard Hardy spaces and weak Hardy spaces, and $n/(n+\varepsilon)

DVI format (40 Kb), ZIP-ed DVI format (15 Kb),

ZIP-ed PostScript format (143 Kb), ZIP-ed PDF format (150 Kb )