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20D20 - Group theory and generalizations :: Abstract finite groups :: Sylow subgroups, Sylow properties, $\pi$-groups, $\pi$-structure

  1. p-subgroup owned by drini
  2. \pi-groups and \pi'-groups owned by Algeboy
  3. a nontrivial normal subgroup of a finite p-group G and the center of G have nontrivial intersection owned by gumau
  4. Burnside normal complement theorem owned by bwebste
  5. class equation theorem owned by gumau
  6. example of groups of order pq owned by jh
  7. Frattini argument owned by bwebste
  8. groups of order pq owned by yark
  9. Hall subgroup owned by Algeboy
  10. p-primary component owned by alozano
  11. proof of class equation theorem owned by gumau
  12. proof of Frattini argument owned by bwebste
  13. proof that a nontrivial normal subgroup of a finite p-group G and the center of G have nontrivial intersection owned by rm50
  14. subgroups containing the normalizers of Sylow subgroups normalize themselves owned by bwebste
  15. Sylow p-subgroup owned by Henry
  16. Sylow theorems owned by yark
  17. proof of Sylow theorems owned by Henry
  18. Sylow's first theorem owned by bwebste
  19. Sylow's third theorem owned by bwebste

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