Steiner distance in chemical graph theory
Steiner distance dG(S) is a natural generalization of the concept of distance in a graph. For a connected graph G of order at least 2 and S ⊆ V (G), dG(S) is equal to the minimum size among all connected subgraphs whose vertex sets are equal to the set S.
Mao, Yaping, Furtula, Boris
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Steiner distances in generalized corona products
Abstract The Steiner distance of a subset of vertices in a graph is the minimum size among all the connected subgraphs containing this subset. This paper focuses on the study of Steiner distances in both generalized vertex corona (GVC) and generalized edge corona (GEC) products, and the relationship with their ...
R. Gurusamy +3 more
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