## A Study of Some Fixed Point Theorems and Their Applications in Hyper-Convex Metric Spaces

- Qazi Aftab Kabir, Rizwana Jamal, Masroor Mohammad
- 2016

@inproceedings{Aksoy2008MetricT, title={Metric Trees , Hyperconvex Hulls and Extensions}, author={Asuman G{\"u}ven Aksoy and Brian Maurizi}, year={2008} }

- Published 2008

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.

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