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2016 Volume 38 Issue 8
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WANG Xiao-ling. The Number of Matching Equivalent for the Union Graph of Points and Cycles[J]. Journal of Southwest University Natural Science Edition, 2016, 38(8). doi: 10.13718/j.cnki.xdzk.2016.08.007
Citation: WANG Xiao-ling. The Number of Matching Equivalent for the Union Graph of Points and Cycles[J]. Journal of Southwest University Natural Science Edition, 2016, 38(8). doi: 10.13718/j.cnki.xdzk.2016.08.007

The Number of Matching Equivalent for the Union Graph of Points and Cycles

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  • For two graphs G and H ,if G and H have the same matching polynomial ,then G and H is said to be matching equivalent .We denote by δ(G) the number of the matching equivalent graphs of G .In this paper ,we give δ(sK 1 ∪ t1 C6 ∪ t2 C15 ) .
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    沈阳化工大学材料科学与工程学院 沈阳 110142

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The Number of Matching Equivalent for the Union Graph of Points and Cycles

Abstract: For two graphs G and H ,if G and H have the same matching polynomial ,then G and H is said to be matching equivalent .We denote by δ(G) the number of the matching equivalent graphs of G .In this paper ,we give δ(sK 1 ∪ t1 C6 ∪ t2 C15 ) .

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