A new character for starlike mapping on bounded balanced pseudoconvex domain 有界平衡擬凸域上星形映射的一個(gè)新特征
In the third chapter , we use the tool of carleson measure , charactering the bounded and compact of weighted composition operator on bergman space on strongly pseudoconvex domains , these results generalized the results of g . mirzakarimi and k . seddighi 在第三章,利用carleson測(cè)度這一工具,刻劃了有界強(qiáng)擬凸域上bergman空間上加權(quán)復(fù)合算子的有界性及緊性。推廣了g . mirzakarimi與k . seddighi在單位圓盤(pán)上加權(quán)bergman空間上獲得的結(jié)論。