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Detour Number of 1-Fault Connected Graphs
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A subset S of a connected graph G of order n is called a detour set of G if for every vertex x in G there exist vertices u; v in S such that x lie on a u – v detour path. The detour number dn( G) of a graph G is the minimum cardinality of a detour set. In this paper we compute the detour number of certain 1-fault connected planar graphs.
SAGE Publications
Title: Detour Number of 1-Fault Connected Graphs
Description:
A subset S of a connected graph G of order n is called a detour set of G if for every vertex x in G there exist vertices u; v in S such that x lie on a u – v detour path.
The detour number dn( G) of a graph G is the minimum cardinality of a detour set.
In this paper we compute the detour number of certain 1-fault connected planar graphs.
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