α-方程的C_(p,q)^(k+α)-形式解及其上确界范数估计

Solution of C_(p,q)^(k+α)-Form and Its Sup Norm Estimates for the α-Equation

文中研究了－－方程在拟凸域上的积分解算子的性质，得到了－－方程在具Ｃｋ（ｋ≥０）类边界的拟凸开集上的Ｃｋ＋αｐ，ｑ－形式的积分算子解及其解的上确界范数估计。

The properties of integral solution operator for the - equation on pseudoconvex domain are discussed and as the generalization of the results in , the integral solution operator and its sup norm estimates for the - equation on pseudoconvex open set with boundary of class C k(k≥0) are obtained.