辽宁工业大学学报（自然科学版）
遼寧工業大學學報（自然科學版）
료녕공업대학학보（자연과학판）
JOURNAL OF LIAONING UNIVERSITY OF TECHNOLOGY(NATURAL SCIENCE EDITION)
2015年
1期
57-60
,共4页
崔超%徐美进%王玉珏%任红杰%毛禹丰
崔超%徐美進%王玉玨%任紅傑%毛禹豐
최초%서미진%왕옥각%임홍걸%모우봉
标号%序列标号%序列图
標號%序列標號%序列圖
표호%서렬표호%서렬도
labeling%sequential labeling%sequential graph
以奇圈的标号方法为依托，采用打点的形式构造出的形态C7∪C2k，将偶圈中的k分四种情况(k=4m, k=4m+1, k=4m+2, k=4m+3)，并根据m的奇偶性分别加以论证，最终得到不同情况下C7∪C2k这类图的序列标号。
以奇圈的標號方法為依託，採用打點的形式構造齣的形態C7∪C2k，將偶圈中的k分四種情況(k=4m, k=4m+1, k=4m+2, k=4m+3)，併根據m的奇偶性分彆加以論證，最終得到不同情況下C7∪C2k這類圖的序列標號。
이기권적표호방법위의탁，채용타점적형식구조출적형태C7∪C2k，장우권중적k분사충정황(k=4m, k=4m+1, k=4m+2, k=4m+3)，병근거m적기우성분별가이론증，최종득도불동정황하C7∪C2k저류도적서렬표호。
Though utilizing the sequential labeling of odd cycle and adding the vertices, the graph C7∪C2kwas constructed. Four kinds of k was classified in even cycle, and based on the even or odd quality of M, the labeling rules of the graph were found and reasoned out. Finally the sequential labeling ofC7∪C2k graph is proposed and verified strictly.
