中文摘要：

在文献[2]构造Stein流形上（p，q）型微分形式的带权因子的不变积分核基础上，通过Hormande，直径证明了Stein流形上具有非光滑边界强拟凸域上（p，q）型微分形式的δ^--方程带权因子解具有一致估计．并对该解进行了一致估计．

英文摘要：

Based on the literature [2],this paper proved that the weighted solution of δ^-g = f admitted the estimates on strictly pseudoconvex domains with non-smooth boundaries on Stein manifolds. Moreover,these estimates contained the estimate of g by Hermitian metric,Chern connection and H6mander diameter.