Characterization of normed linear spaces with generalized Mazur intersection property
Volume 219 / 2013
Studia Mathematica 219 (2013), 193-200
MSC: Primary 46B20; Secondary 46B10.
DOI: 10.4064/sm219-3-1
Abstract
Let $\mathcal {A}$ be a compatible collection of bounded subsets in a normed linear space. We give a characterization of the following generalized Mazur intersection property: every closed convex set $A\in \mathcal {A}$ is an intersection of balls.
