Sylow 子群皆为初等交换群的p 3q 3阶群的完全分类

摘要

设 p ,q 为奇素数,且 p >q 。利用有限群的局部分析方法,对 Sylow 子群皆为初等交换群的 p 3 q 3阶群进行完全分类,并获得了其全部构造。%Letting p ,q be odd primes with p >q .The author made a complete classification of finite groups of order p 3 q 3 whose every Sylow subgroup is elementary.With the help of local analysis of finite groups and obtained the corresponding structures completely described.