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The Quasi-Order of Matching Energy of Circum Graph with Chord

机译:弦图与外接图匹配能量的拟阶

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The matching energy of graph G? is defined as src="Edit_c813092e-5496-4b76-9eee-731b0ae3c6b7.bmp" width="123" height="25" alt="" />?, where src="Edit_8228c467-066d-4018-a80e-d9e12fd3d2d9.bmp" width="115" height="25" alt="" />?be the roots of matching polynomial of graph G. In order to compare the energies of a pair of graphs, Gutman and Wager further put forward the concept of quasi-order relation. In this paper, we determine the quasiorder relation on the matching energy for circum graph with one chord.
机译: G 的匹配能?被定义为 src =“ Edit_c813092e-5496-4b76-9eee-731b0ae3c6b7.bmp” width =“ 123” height =“ 25” alt =“” /> ?,其中 src =“ Edit_8228c467-066d-4018- a80e-d9e12fd3d2d9.bmp“ width =” 115“ height =” 25“ alt =”“ />?是图G的多项式匹配的根。为了比较一对图的能量,Gutman和Wager进一步把提出了准序关系的概念。在本文中,我们确定了具有一弦的外接图的匹配能量的拟序关系。

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