On the Steiner Problem

Author:

Cockayne E. J.

Abstract

Let M be a metric space with metric ρ which has the following properties.1. M is finitely compact.2. There exists a geodesic in M joining each two points of M.3. For all a, b∈M, ρ(a, b) is equal to the length of a geodesic joining a and b.

Publisher

Canadian Mathematical Society

Subject

General Mathematics

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