摘要
如果一个图的自同构群作用在它的弧集上是正则的,那么称这个图为弧正则图;采用以下符号:用Zn表示n阶循环群,Mα表示群M的点稳定子群,αN表示N在点α的轨道;证明了4m阶q度弧正则图是不存在的。
If the automorphism group of a graph acts on its arc set is regular, then the graph is called arc regular graph. The following symbols are used： n order cyclic groups is represented by Zn, Point stabilized stator group of group M is represented by Mα, the orbit of N in point αis represented by αN, it is proved that the regular graphs of 4 m order q degree arc do not exist.
出处
《保山学院学报》
2017年第5期27-29,共3页
JOURNAL OF BAOSHAN UNIVERSITY
基金
保山学院科学研究基金项目(项目编号:16BY008)
