摘要
给定单位球B上的解析函数g,刻划了从加权Bergman空间到Bloch型空间及小Bloch型空间的广义Cesàro算子Lg的有界性和紧性特征.此处Lg定义为Lgf(z) =∫10g(tz)f(tz)dt/t.
We characterize the boundary and compactness of the extended Cesàro operator Lg from the weighted Bergman space Aa^p（φ） to Bloch - type space βμ, where g is a given holomorphic function in the unit ball of C^n,φ,μ are both normal functions and Lg is defined by Lgf（z） =∫0^1g（tz）f（tz）dt/t.
出处
《湖州师范学院学报》
2007年第1期16-20,共5页
Journal of Huzhou University
基金
National Natural Science Foundation of China (10471039)
Natural Science Foundation of ZhejiangProvince( M103104 ,Y606197)
Natural Science Foundation of Huzhou City (2005YZ02)
