CAJ | 학술논문

研究了对?n∈N*图 S*的边幻和标号以及超边幻和标号，得到了两种标号的算法 A 和 B，给出了对?n∈N*图 S*具有超边幻和常数 C1=5n+6以及边幻和常数 C2=7n+6，其中图 S*由具有 n+1个顶点星图 S（u）和 n+1个顶点星图 S（v）组成，从而证明了 S*不仅是边幻和图，而且还是超边幻和图等结论。
연구료대?n∈N*도 S*적변환화표호이급초변환화표호，득도료량충표호적산법 A 화 B，급출료대?n∈N*도 S*구유초변환화상수 C1=5n+6이급변환화상수 C2=7n+6，기중도 S*유구유 n+1개정점성도 S（u）화 n+1개정점성도 S（v）조성，종이증명료 S*불부시변환화도，이차환시초변환화도등결론。
This paper studies ?n∈N* of graphs S* is the edge-magic total labeling and the super edge-magic total labeling, obtaining two different edge-magic total labeling algorithms A and B, ?n∈N* graphs S* is the super edge-magic total constant C1=5n+6 and the super edge-magic total constant C2=7n+6, graphs S* has n+1 vertices Star graphs S(u)and n+1 vertices star graphs S(v), which proves graphs S* is not only the edge-magic graph,but also the super edge-magic total graphs conclusions.