1) weighted little Bloch space
加权小Bloch空间
1.
In this paper, the authors define the weighted little Bloch space B _ 0,log to be the set of all holomorphic functions f on the unit disc D for which lim ｜ z ｜→1 -(1-｜ z ｜ 2)(log11-｜ z｜ 2)｜f′(z) ｜=0and they characterize the boundedness and compactness of the composition operators on B _ 0,log .
对加权小Bloch空间B0 ,log={ f∈H(D) ;lim|z|→ 1 (1- |z|2 ) (log 11- |z|2 ) |f′(z) |=0 } ,我们刻划了其上复合算子的有界性和紧性 。
2) weighted bloch space
加权Bloch空间
1.
The composition operators on weighted Bloch space in the unit ball of C~n;
C~n中单位球上加权Bloch空间上的复合算子
2.
In this paper,the boundedness of the composition operators between weighted bloch space and Q_K space is studied,with some corresponding conclusions reached.
讨论了加权Bloch空间(小加权Bloch空间)和Q_K空间的复合C_(?)的有界性,并给出了一些相应的结论。
5) little Bloch space
小Bloch空间
1.
In this paper, the authors define the weighted little Bloch space B _ 0,log to be the set of all holomorphic functions f on the unit disc D for which lim ｜ z ｜→1 -(1-｜ z ｜ 2)(log11-｜ z｜ 2)｜f′(z) ｜=0and they characterize the boundedness and compactness of the composition operators on B _ 0,log .
对加权小Bloch空间B0 ,log={ f∈H(D) ;lim|z|→ 1 (1- |z|2 ) (log 11- |z|2 ) |f′(z) |=0 } ,我们刻划了其上复合算子的有界性和紧性 。
2.
As the main results of this paper, a sufficient and necessary condition is given for the products to be bounded and compact between generalized Bloch spaces, as well as little Bloch spaces.
本文主要研究了单位圆盘上广义Bloch空间之间及小Bloch空间之间的复合算子与微分算子的乘积算子的性质,给出了它的有界性和紧性的充要条件,全文共分为六部分: 第一部分,简要介绍了本文需要用到的一些基本概念,并指出了近些年在这个领域内的一些主要工作,相当于是一个前言,同时,还在本部分给出了主要的结果。
6) little Bloch type space
小Bloch型空间
1.
The compact composition operators between little Bloch type spaces on the unit ball;
单位球上小Bloch型空间之间的紧复合算子
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