| |
| | PlanetMath: Sylow theorems, proof of |
 | | Proposition 3 The intersection of a Sylow p-subgroup with the normalizer of a Sylow p-subgroup is the intersection of the subgroups. |
 | | Cross-references: factor, sum, congruent, stabilizer, index, orbit-stabilizer theorem, action, subset, orbits, group action, conjugation, act on, conjugates, remainder, multiple, second isomorphism theorem, addition, Sylow p-subgroups, normalizer, intersection, divisible, proposition, normal, subgroup, generated by, cyclic subgroup, Cauchy's theorem, induction, Sylow p-subgroup, equation, right, side, class equation, center, conjugacy class, size, divides, Sylow's theorems, order, group |
 | | This is version 9 of proof of Sylow theorems, born on 2002-07-22, modified 2006-08-13. |
| planetmath.org /encyclopedia/ProofOfSylowTheorems.html (462 words) |
|