A Cycle Theorem for Hamiltonian Graphs without K1,3
Received:June 26, 1995  
Key Words: K1.3-free graph   hamiltonian graph   pancyclic graph  
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Author NameAffiliation
Ren Han Department of Mathematics
Northern Jiaotong University
Beijin 100044 
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Abstract:
      Let G=(V, E) be a hamiltonian K1.3-free graph such that d(x)≧|V|/2 and G[N(x)] is connected for some vertex x of G . Then G is pancyclic with a few number of exceptions.
Citation:
DOI:10.3770/j.issn:1000-341X.1998.02.002
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