摘要

We develop the theory of weak Hardy spaces H-1,H-infinity on space of homogeneous type. As some applications, we show that certain singular integral operators and fractional integral operators are bounded from H-1,H-infinity to L-1,L-infinity and L-1/1-alpha,L-infinity respectively. We give also the endpoint estimates for Nagel and Stein's singular integrals studied in [10].