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A comprehensive analysis of degree based condition for Hamiltonian cycles

机译:哈密​​顿循环基于度的条件的综合分析

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Since finding whether a graph has a Hamiltonian path or Hamiltonian cycle are both NP-complete problems, researchers have been formulating sufficient conditions that ensure the path or cycle. Rahman and Kaykobad (2005) [2] presented a sufficient condition for determining the existence of Hamiltonian path. Three recent works - Lenin Mehedy, Md. Kamrul Hasan, Mohammad Kaykobad (2007) [3], Rao Li (2006) [4], Shengjia Li, Ruijuan Li, Jinfeng Feng (2007) [5] - further used the same or similar condition to ensure Hamiltonian cycle with some exceptions. The three works, along with their unique findings, have some common results. This paper unifies the results and brings them under Rahman and Kaykobad's condition.
机译:由于发现图是否具有哈密顿路径或哈密顿循环都是NP完全问题,因此研究人员一直在制定足以确保该路径或循环的条件。 Rahman和Kaykobad(2005)[2]提出了确定哈密顿路径存在的充分条件。最近的三幅作品-列宁·梅赫迪(Lenin Mehedy),卡姆鲁·哈桑(Kamul Hasan)博士,穆罕默德·凯科巴德(Mohammad Kaykobad)(2007)[3],李o(2006)[4],李胜佳,李瑞娟,冯金凤(2007)[5]-进一步使用相同或确保哈密顿循环的类似条件,但有一些例外。这三部作品及其独特的发现都有一些共同的结果。本文统一了结果,并将其置于拉赫曼和凯科巴德的条件下。

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