The antimagic graph with a generalization
碩士 === 國立中央大學 === 數學系 === 103 === A graph G is called an antimagic graph if exists an edge labeling with labels 1,2,⋯,|E(G)| such that all vertex sums are distinct. In this paper, Section 1 is the introduction of antimagic graph. In Section 2, we prove that the union of a path and some stars is ant...
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2015
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ndltd-TW-103NCU054790032019-10-24T05:19:17Z http://ndltd.ncl.edu.tw/handle/3mp67x The antimagic graph with a generalization Yan-sheng Huang 黃衍勝 碩士 國立中央大學 數學系 103 A graph G is called an antimagic graph if exists an edge labeling with labels 1,2,⋯,|E(G)| such that all vertex sums are distinct. In this paper, Section 1 is the introduction of antimagic graph. In Section 2, we prove that the union of a path and some stars is antimagic. Section 3 is the introduction of antimagic with a generalization, and we prove that cycles, complete graphs, wheels and kites are R-antimagic. 林強 2015 學位論文 ; thesis 30 en_US |
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en_US |
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Others
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碩士 === 國立中央大學 === 數學系 === 103 === A graph G is called an antimagic graph if exists an edge labeling with labels 1,2,⋯,|E(G)| such that all vertex sums are distinct.
In this paper, Section 1 is the introduction of antimagic graph. In Section 2, we prove that the union of a path and some stars is antimagic. Section 3 is the introduction of antimagic with a generalization, and we prove that cycles, complete graphs, wheels and kites are R-antimagic.
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林強 |
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林強 Yan-sheng Huang 黃衍勝 |
| author |
Yan-sheng Huang 黃衍勝 |
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Yan-sheng Huang 黃衍勝 The antimagic graph with a generalization |
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Yan-sheng Huang |
| title |
The antimagic graph with a generalization |
| title_short |
The antimagic graph with a generalization |
| title_full |
The antimagic graph with a generalization |
| title_fullStr |
The antimagic graph with a generalization |
| title_full_unstemmed |
The antimagic graph with a generalization |
| title_sort |
antimagic graph with a generalization |
| publishDate |
2015 |
| url |
http://ndltd.ncl.edu.tw/handle/3mp67x |
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