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Transactions: WSEAS TRANSACTIONS ON MATHEMATICS
Transactions ID Number: 52-337
Full Name: kewen zhao
Position: Professor
Age: ON
Sex: Male
Address: qiongzhou university, Sanya,Hainan
Country: CHINA
Tel: 0086-0898-86635552
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E-mail address: kewen@zhao.net.cn
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Title of the Paper: Neighborhood union conditions and Traceable
Authors as they appear in the Paper:
Email addresses of all the authors: kewen@bxemail.com
Number of paper pages: 12
Abstract: In 1988 Faudree et al. proved that if G is a 3-connected claw-free graph of order n and NC¡Ý(2n-4), then G is Homogeneously Traceable. In 1991 Bauer et al. proved that if G is a connected claw-free graph of order n and NC¡Ý(2n-5), then G is Traceable. In this paper we prove that if G is a 3-connected claw-free graph of order n and NC¡Ý(2n-7), then G is Homogeneously Traceable
Keywords: Homogeneously Traceable; Traceable; Claw-free graphs; Hamiltonian graphs; Neighborhood union conditions
EXTENSION of the file: .doc
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