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11R32 - Number theory :: Algebraic number theory: global fields :: Galois theory

  1. p-adic cyclotomic character owned by alozano
  2. additive form of Hilbert's theorem 90 owned by mathwizard
  3. algebraic owned by drini
  4. algebraic sum and product owned by pahio
  5. class number divisibility in cyclic extensions owned by alozano
  6. class number divisibility in extensions owned by alozano
  7. constructible angles with integer values in degrees owned by PrimeFan
  8. corollary to the compositum of a Galois extension and another extension is Galois owned by rm50
  9. existence of Hilbert class field owned by mathcam
  10. extensions without unramified subextensions and class number divisibility owned by alozano
  11. fundamental character of level n for the inertia group at p owned by alozano
  12. fundamental theorem of Galois theory owned by yark
  13. Galois criterion for solvability of a polynomial by radicals owned by djao
  14. Galois group of the compositum of two Galois extensions owned by alozano
  15. Galois groups of finite abelian extensions of \mathbb{Q} owned by Wkbj79
  16. Galois representation owned by alozano
  17. Hilbert Theorem 90 owned by djao
  18. inverse Galois problem owned by mathcam
  19. proof of additive form of Hilbert's theorem 90 owned by mathwizard
  20. proof of fundamental theorem of Galois theory owned by pbruin
  21. proof of Galois group of the compositum of two Galois extensions owned by rm50
  22. proof of Hilbert Theorem 90 owned by mathcam
  23. proof that the compositum of a Galois extension and another extension is Galois owned by rm50
  24. push-down theorem on class numbers owned by alozano
  25. separable owned by djao
  26. Shafarevich's theorem owned by alozano
  27. the compositum of a Galois extension and another extension is Galois owned by alozano
  28. unramified extensions and class number divisibility owned by alozano

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