单词 | Sylow's theorems |
释义 | Sylow's theorems 1ST THEOREM: G has a subgroup of order pa. Any such subgroup is called a Sylow p-subgroup. 2ND THEOREM: Any two Sylow p-subgroups are conjugate in G. 3RD THEOREM: If there are np Sylow p-subgroups in G, then np divides m and p divides np–1. Sylow's theorems have more significance when G's order is divisible by several primes, but imply nothing useful about groups whose orders are a power of a prime. |
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