1) Bloch type space
Bloch型空间
1.
In this paper,the necessary and sufficient conditions are given for the composition operator C_φ to be bounded or compact from Bloch type spaces β~p to β~q for all 0＜p＜∞and 0＜q＜∞on the unit ball of C~n.
对所有的0＜p,q＜∞,本文得到了C~n中超球上Bloch型空间β~p与β~q之间的复合算子C_为有界算子和紧算子的充要条件,同时获得了几个推论。
2.
In this paper, the author characterizes the pointwise multiplier from the space R(q,s) to the generalized Bloch type space β μon the unit ball B of C n.
设μ是一个正规函数,本文刻划了Cn中单位球B上R(q,s)空间和广义Bloch型空间βμ之间的点乘子。
3.
A kind of equivalent characterization of Bloch type space on the unit ball B of C n was given.
得到了Cn中单位上Bloch型空间的一种等价刻划。
2) Bloch-type space
Bloch型空间
1.
A discussion on compactness conditions of composition operator between Bloch-type spaces in the polydisc
多圆柱上Bloch型空间之间复合算子紧性条件的有关讨论
2.
We characterize the boundary and compactness of the extended Cesàro operator Lg from the weighted Bergman space Apa(φ) to Bloch-type space βμ, where g is a given holomorphic function in the unit ball of Cn, φ, μ are both normal functions and Lg is defined by Lgf(z) =∫10g(tz)f(tz)dt/t.
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。
3.
This paper discusses the pointwise multipliers between weighted Bergman spaces A~p_α and Bloch-type spaces β~q 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。
3) Bloch-type spaces
Bloch型空间
1.
This paper characterizes the boundedness and compactness of the extended Cesaro operators Tφ on the Bloch-type spaces Bω ( resp.
对区间[0,1)上给定的的正规权函数ω和单位圆盘D上的全纯函数Ψ,本文刻画了Bloch型空间Bω及小Bloch型空间Bω,0上广义Cesaro算子TΨ的有界性和紧性。
4) 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
5) Bloch type spaces Bα
Bloch型空间Bα
1.
In this paper,we give a necessary and sufficient condition for weighted composition operators Cu,φ to be boundedness on Bloch type spaces Bα.
本文给出了加权复合算子Cu,φ在Bloch型空间Bα上有界的充分必要条件，推广了前人的一些结果。
2.
By analyzing the properties of Bloch type spaces Bα,we give a necessary and sufficient condition for generalized composition operators Tφ,g to be bounded betwwen Bloch type spaces Bα.
通过研究Bloch型空间Bα的一些性质,给出了广义复合算子Tφ,g在Bloch型空间Bα(0<α<∞)上有界的充要条件。
6) Hardy-Bloch type spaces
Hardy-Bloch型空间
补充资料：核型空间
核型空间
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说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条