摘要
利用数论的有关知识和群的扩张理论,解决了具有奇数 m 阶循环正规子群并且其补子群为循环群的 24m 阶有限群的构造问题.
Using the knowledge of number theory and group theory, solves the structures of finite groups with order 24m which have a cyclic normal subgroup of odd order m whose supplemen- tary subgoup is cyclic.
出处
《江汉大学学报（自然科学版）》
2003年第4期13-14,共2页
Journal of Jianghan University：Natural Science Edition
关键词
有限群
群构造
循环群
同构
structure of group
finite group
cyclic group
automophism
