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An Alternative Proof of the Largest Number of Maximal Independent Sets in Connected Graphs Having at Most Two Cycles
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作者 Min-Jen Jou Jenq-Jong Lin 《Open Journal of Discrete Mathematics》 2016年第4期227-237,共11页
G. C. Ying, Y. Y. Meng, B. E. Sagan, and V. R. Vatter [1] found the maximum number of maximal independent sets in connected graphs which contain at most two cycles. In this paper, we give an alternative proof to deter... G. C. Ying, Y. Y. Meng, B. E. Sagan, and V. R. Vatter [1] found the maximum number of maximal independent sets in connected graphs which contain at most two cycles. In this paper, we give an alternative proof to determine the largest number of maximal independent sets among all connected graphs of order n ≥ 12, which contain at most two cycles. We also characterize the extremal graph achieving this maximum value. 展开更多
关键词 Maximal Independent Set connected Graph Having at Most Two cycles
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Key Dolerite Dyke Swarms of Amazonia:U-Pb Constraints on Supercontinent Cycles and Geodynamic Connections with Global LIP Events Through Time
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作者 Wilson TEIXEIRA Mike A.HAMILTON +1 位作者 Vicente A.V.GIRARDI Frederico M.FALEIROS 《Acta Geologica Sinica(English Edition)》 SCIE CAS CSCD 2016年第S1期84-85,共2页
High-resolution U–Pb(ID-TIMS,baddeleyite)ages are presented for mafic dykes from selected swarms in two important Amazonian regions:the Carajás Province in the east,and the Rio Apa block in the southwest–areas
关键词 Pb U-Pb Constraints on Supercontinent cycles and Geodynamic Connections with Global LIP Events Through Time Key Dolerite Dyke Swarms of Amazonia LIP
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Degree sums,connectivity and dominating cycles in graphs
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《Chinese Science Bulletin》 SCIE CAS 1998年第4期351-351,共1页
关键词 Degree sums connectivity and dominating cycles in graphs
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