| 查看: 222 | 回复: 0 | ||
| 当前主题已经存档。 | ||
[交流]
【求助】请教两个群论题目
|
||
|
1. Let K be a quotient group of a finite group G, Prove that the number of sylow-p subgroups in K is not more than the number of sylow-p subgroups in G 2. Prove that a group of order pqr, where p>q>r are primes, has a normal sylow-p subgroups. 多谢了 |
回复此楼