摘要
本文证明了Ces_p(E_i)是弱完全K凸、弱紧集方向局部一致凸、WM空间的充要条件为每个E_i分别也是弱完全K凸、弱集方向局部一致凸、WM空间。
In this paper we prove that Cesp (E_1)is a weak fully K—convex or locally uniformly rotund in weak compact set direction or WM spaces if and only if every E_1 is the same kind of spaces.
出处
《江西教育学院学报》
1992年第3期33-41,共9页
Journal of Jiangxi Institute of Education
关键词
弱完全K凸
WM空间
Cesp(E1)
Cesp(E_i), weak fully K—convex, locally uniformly rotundn weak compact set direction, WM spaces.
