天津科技大学学报2012，Vol.27Issue(3)：75-78,4.
Cesaro函数空间CESp的依测度收敛的Opial性质和强端点
Strongly Extreme Points and Opial Property in Measure in Cesaro Function Space CESp
摘要
Abstract
The Opial property in measure belongs to function space, and it is discussed in connection with CES(1<p<∞) based on the theory of the Banach function space. At the same time,the fact is proved that (A)z∈ S(CESp) is the strongly extreme point of B(CESp), and the conclusion is that space CESp(1<p<∞) is the mid-point locally uniform rotund.关键词
Cesaro 函数空间CESp(1＜p＜∞)/Opial性质/强端点/中点局部一致凸Key words
Cesaro function spaces CESp(1<p<∞)/ Opial property in meature/ strongly extreme point/ mid-point locally uniform rotund分类
数理科学引用本文复制引用
于非非,李君..Cesaro函数空间CESp的依测度收敛的Opial性质和强端点[J].天津科技大学学报,2012,27(3):75-78,4.
