By using electric computer, via computation method, the result that symmetric group S7 has 11300 subgroups are found. The generators of each subgroup are given.
By using electric computer, via computation method, the result that symmetric group S7 has 11300 subgroups are found. The generators of each subgroup are given.
摘要利用计算机，通过采用一种新的方法代替置换乘法，计算出S7的全部11300个子群和96个共轭分类，并且每个子群给出了一个最小生成元组。同时给出了较详细的算法过程。