摘要
利用有限群的性质,运用群扩张理论和数论的有关知识,证明了Sylow p-子群为循环群时2q2pn阶群的构造,其中q<p为奇素数.
In this paper,we prove the structures of groups of Order 2q^2p^n with sylow p - subgroups are cyclic groups on the ground of the characters of finite group and the knowledge of group extension theory and number theory, where q 〈 p are odd primes.
出处
《湖北师范学院学报（自然科学版）》
2008年第1期26-29,共4页
Journal of Hubei Normal University(Natural Science)
关键词
群扩张
群构造
HALL子群
自同构群
group extension
structure of group
Hall subgroup
automorphism group
