C^n中单位球上两个全纯函数空间之间的点乘子

Pointwise multipliers between two holomorphic function spaces in the unit ball of C^n

在Cn中单位球上讨论了加权Bergman空间Aαp和Bloch型空间βq之间的点乘子.根据α,p,q的不同情况,得到了Aαp空间到βq空间的所有点乘子,并研究了βq空间到Apα空间的点乘子的性质.

This paper discusses the pointwise multipliers between weighted Bergman spaces Aα^p and Bloch-type spaces β^q in the unit ball of C^n. According to different cases about a,p and q, the paper obtains all the pointwise multipliers from Aα^p toβ^q, and studies the properties of pointwise multipliers from β^q to Aα^p