Journal of the London Mathematical Society · 1983 · 62 citations · 2 references
Natural SciencesComputer ScienceMathematicsCombinatoricsDiscrete MathematicsTopologyDirected Acyclic GraphsGeometric GraphsGraph AlgorithmsGraph TheoryNetwork TopologyMinimum Spanning Tree ProblemSpanning Tree ConstructionTree Algorithms
A number of papers [1,2,3,4,6] recently have been concerned with the following question. What is the minimum number s{n) of edges a graph G on n vertices can have so that any tree on n vertices is isomorphic to some spanning tree of G? We call such a graph universal for spanning trees. Since Kn, the complete graph
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Fan Chung, Ronald Graham · Annals of the New York Academy of Sciences · 1979 · 38 citations