摘要

Let mu be a nonnegative Radon measure satisfying the growth condition that mu(B(x, r)) <= Cr-n for any x is an element of R-d and r > 0 and some fixed positive constants C and n. with 0 < n <= d. Let H-atb(1, infinity)(mu) be the Hardy space associated with p which was introduced by Tolsa. In this paper, a new interpolation theorems related to H-atb(1, infinity)(mu) is established and the interpolation theorem of Tolsa is improved.