论p^3q^2阶群的构造

On the structures of the finite groups of order p^3q^2

设p,q为奇素数,且p>q,而G是p3 q2阶群.利用有限群的子群之间的不同作用,讨论了群G的完全分类问题,并获得了其全部构造.

Let p,q be odd primes with pq,and Gbe finite groups of order p3q2.In this paper,the isomorphic classification of Gis discussed and their structures are completely described with the help of the different actions among the subgroups of G.