2006•Journal of Jiangxi Normal UniversityRequires access

Some Results of the Components of 2-factors in Line Graph

Liu Rui-fu

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Abstract

Let G be a simple graph with vertex set V(G) and edge set E(G).L(G)is the line graph of G,if a graph G satisfies κ(G)≥α(G) or dia(G)≤2 then its line graph L(G) is Hamiltonian respectively.Under the same condition,we consider the components of 2-factors in this paper.

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Let G be a simple graph with vertex set V(G) and edge set E(G).L(G)is the line graph of G,if a graph G satisfies κ(G)≥α(G) or dia(G)≤2 then its line graph L(G) is Hamiltonian respectively.Under the same condition,we consider the components of 2-factors in this paper.

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Available abstract

Let G be a simple graph with vertex set V(G) and edge set E(G).L(G)is the line graph of G,if a graph G satisfies κ(G)≥α(G) or dia(G)≤2 then its line graph L(G) is Hamiltonian respectively.Under the same condition,we consider the components of 2-factors in this paper.

Key concepts: Combinatorics, Line graph, Graph, Bound graph, Mathematics, Complement graph, Vertex (graph theory), Graph power

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