| (6,5)笼图(n,5)笼(n≤7)的统一 |
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| 引用本文： | 李新平,张晓琼,孙静庄.(6,5)笼图(n,5)笼(n≤7)的统一[J].西北民族学院学报,1992(1). |
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| 作者姓名： | 李新平 张晓琼 孙静庄 |
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| 摘 要： | 本文给出了(6,5)笼图,并且对它的正确性进行了间接地论证,同时又以同样的思想和方法给出了(5,5)笼,(7,5)笼的同构图,此时又意外地得到了(4,5)笼,于是,(3,5)笼,(4,5)笼,(5,5)笼,(6,5)笼,(7,5)笼便得到了完美地统一。
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The Graph of Cage(6,5)and the United Form of Cage(n,5)Graph(n≤7) |
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| Abstract: | This paper gives the Graph of Cage (6,5) and proves it indirectly. Meanwhile the same form Graph of Cage (5,5) and Cage (7,5)were drawn with the same method and thought.At this moment,it seems unexpected to discover the Cage (4,5)Graph.So Cage (3,5).Cage (4,5)Cage (5,5)、Cage (6,5)and Cage (7,5) become united as one form. |
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