1) the classification of finite simple groups
有限单群分类定理
2) classification theorem for simple groups
单群分类定理
1.
Considering the number of prime factors of simple group,this article studies simple group whose order is 2n·32·p1p2…pm using classification theorem for simple groups,where p1p2,…,pm are pairwise coprime and larger than 3,m,n are any positive integers,and get that it is isomorphic to M11,M22,M23,A6,A7,A8,A4(2) or some A1(q).
在单群分类中,用阶来刻画单群的结构最常见的方法之一,基于对单群阶的素因子个数的考虑,利用单群分类定理2n。
3) finite simple group
有限单群
1.
Along from being analogous with prime numbers for the multiplication of positive integers, finite simple groups serve as the“atoms”or“building blocks”for finite groups.
正如素数是正整数乘法的“原子”或“积木块”一样,有限单群宛如有限群的“原子”或“积木块”。
4) finite simple groups
有限单群
5) classification theorem of fuzzy groups
Fuzzy群分类定理
6) Classification of Some Finite Groups
一些有限群的分类
补充资料：有限
1.有限制;有限度。 2.指数量不多;程度不高。 3.哲学范畴。指有条件的﹑在空间和时间上都有一定限制的﹑有始有终的东西。相对于"无限"而言。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条