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| 1 | Lower bounds of signed domination number of a graph显示文摘 | Moo Young Sohn Jaeun Lee Young Soo Kwon | | 0，，01： | 1 |
| 2 | Enumerations of finite topologies associated with a finite graph显示文摘 | DONGSEOK KIM YOUNG SOO KWON JAEUN LEE | 2014 | KYUNGPOOK Math J2014，54，： | 1 |
| 3 | Independent perfect domination set in Cayley graphs 显示文摘 | JAEUN LEE | 2001 | Graph Theory2001，37，： | 1 |
| 4 | Enumerating Abelian Typical Cube-Free Fold Coverings of a Circulant Graph显示文摘Enumerating the isomorphism or equivalence classes of several types of graph coverings is one of the central research topics in enumerative topological graph theory.A covering projection p from a Cayley graph Cay(Г,X)onto another Cayley graph Cay(Q,y)is called typical if the function p:Г→Q on the vertex sets is a group epimorphism.A typical covering is called abelian(or circulant,respectively)if its covering graph is a Cayley graph on an abelism(or a cyclic,respectively)group.Recently,the equivalence classes of connected abelian typical prime-fold coverings of a circulant graph are enumerated.As a continuation of this work,we enumerate the equivalence classes of connected abelian typical cube-free fold coverings of a circulant graph. | Young Soo Kwon Jaeun Lee | 2020 | Algebra Colloquium2020，27，1： | 0 |
| 5 | On the Relations of Graph Parameters and Its Total Parameters显示文摘In this paper we get some relations between α(G), α (G), β(G), β (G) and αT (G), βT (G). And all bounds in these relations are best possible, where α(G), α (G), β(G), β (G), αT (G) and βT (G) are the covering number, edge-covering number, independent number, edge-independent number (or matching number), total covering number and total independent number, respectively. | Jing-wen Li Zhi-wen Wang Jaeun Lee Moo Young Sohn Zhong-fu Zhang En-qiang Zhu | 2010 | Acta Mathematicae Applicatae Sinica2010，26，3： | 0 |
| 6 | Typical Frobenius Coverings显示文摘从 Cayley 图沙洲的盖住的 p (G, X ) 到另一沙洲上(H, Y ) 如果 G 作为 Frobenius 补充和地图 p 是有 H 的一个 Frobenius 组,被称为典型 Frobenius:G 鈫 ? H 是组 epimorphism。在这份报纸,我们在沙洲的典型 Frobenius 覆盖物上强调(H, Y ) 。我们显示出那个任何东西典型 Frobenius 盖住沙洲(G, X ) 沙洲(H, Y ) 能从 G 从 epimorphism 被导出到被 H 的自守 f 决定的 H。如果沙洲(G, X 1 ) 并且沙洲(G, X 2 ) 二是在图同晶型下面的同形的典型 Frobenius 覆盖物 ? ,一些性质旁边满足了?被给。关键词 Frobenius 组 - 盖住的典型 Frobenius - 同形的先生(2000 ) 题目分类 05C10 - 05C25 由中国的国家自然科学基础支持了(资助 Nos. 10571005 并且 10801114 ) ,山东省的自然科学基础(资助没有。Y2007A30 ) | Yan WANG Rong Quan FENG Jaeun LEE | 2010 | Acta Mathematica Sinica,English Series2010，26，11： | 0 |
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