THE STRUCTURES OF GROUPS OF ORDER 2~3p~3
Cai Qiong · Journal of Mathematics · 2005
This paper is to determine the structures of groups of order 23p3(p is an odd prime ≠3,7.Sylow-2 subgroup is abelian.):1)194 types when p≡1(mod8) 2)144 types when p≡5(mod8) 3)94 types when p≡3,7(mod8).