摘要
讨论向量值函数的Banach代数L∞(T;X)的极大理想空间的拓扑性质和代数性质,得到了若干结果;给出了Banach空间H∞(D;X)中闭单位球的端点的一条性质.
We discuss the topological properties and algebraic properties of the maximal of the Banach algebra L∞ （T;X） for vector-valued functions. Several results are obtained. for the extreme points of the closed unit ball in the Banach space H∞（D;X） is given.
出处
《应用泛函分析学报》
CSCD
2006年第4期304-307,共4页
Acta Analysis Functionalis Applicata
基金
Supported by the Youth Science Foundation of University of Shanghai for Science & Technology, Shanghai (03XQN018)
关键词
向量值L∞空间
BANACH代数
极大理想空间
W^＊拓扑
端点
vector-valued L∞ space
Banach algebra
maximal ideal space
weak^＊ extreme point ideal space A property topology
