Publication | Closed Access
On finding steiner vertices
159
Citations
15
References
1986
Year
Mathematical ProgrammingEngineeringPathfindingPlanar GraphNetwork AnalysisEducationComputational ComplexitySteiner TreeStructural Graph TheoryPath ProblemsDiscrete MathematicsCombinatorial OptimizationComputational GeometryGeometric Graph TheoryCombinatorial ProblemGraph AlgorithmMinimum Spanning TreeSteiner VerticesGraph Theory
Abstract Given a graph G = ( V, E ), finding the Steiner tree in G for some set of special vertices V ′ ⊂ V ″, is equivalent to finding the minimum spanning tree in the subgraph of G induced by V ′ ∪ V ″, where V ″ is the set of Steiner vertices. In this paper, we consider ways of deciding which vertices of V are in V ″ and compare the performance of various heuristic algorithms.
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