Abstract In this paper, the authors show that the commutators generalized by a BMO function and the intrinsic area function $S_\alpha$ and $g_{\lambda,\alpha}^{\ast}$ are bounded from the weighted weak Hardy space $WH_{b,\omega}^1$ to the weak Lebesgue spaces $WL_\omega^1$.
CHEN Xiao-li, HU Qiao-zhen. Endpoint estimates for commutators of intrinsic square functions on the weighted weak Hardy spaces. Applied Mathematics A Journal of Chinese Universities, 2017, 32(1): 109-119.
