On Heuristics for Steiner Minimum Trees

On Heuristics for Steiner Minimum Trees

Auteur : DIMACS (GROUP), Dingzhu Du

Date de publication : 1991

Éditeur : DIMACS, Center for Discrete Mathematics and Theoretical Computer Science

Nombre de pages : 8

Résumé du livre

Abstract: "Finding a shortest network interconnecting a given set of points in a metric space is called the Steiner minimum tree problem. The Steiner ratio is the smallest ratio of lengths between a Steiner minimum tree and a minimum spanning tree for the same set of points. In this paper, we show that in any metric space with the Steiner ratio less than one, there exists a polynomial-time heuristic for the Steiner minimum tree problem with performance ratio bigger than the Steiner ratio."

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