关于赋范空间在“*弱”拓扑下的隔离性定理

The Separation Theorem in Normed Spaces under the Weak Topology

给出了赋范共轭空间的点与(紧)凸集、紧凸集之间被原空间中的点分隔的定理.

It is shown that a point and a （compact） convex set are separated in this paper, and two compact convex sets are separated by a point of the original space in normed dual space