Turkish Journal of Mathematics
Abstract
In this paper we examine the relationship between hyperconvex hulls and metric trees. After providing a linking construction for hyperconvex spaces, we show that the four-point property is inherited by the hyperconvex hull, which leads to the theorem that every complete metric tree is hyperconvex. We also consider some extension theorems for these spaces.
DOI
-
Keywords
Hyperconvex spaces, metric trees, extensions
First Page
219
Last Page
234
Recommended Citation
AKSOY, A. G, & MAURIZI, B (2008). Metric Trees, Hyperconvex Hulls and Extensions. Turkish Journal of Mathematics 32 (2): 219-234. https://doi.org/-
