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11R29 - Number theory :: Algebraic number theory: global fields :: Class numbers, class groups, discriminants

  1. an exact sequence for ray class groups owned by alozano
  2. class number divisibility in p-extensions owned by alozano
  3. class number divisibility in cyclic extensions owned by alozano
  4. class number divisibility in extensions owned by alozano
  5. class number formula owned by alozano
  6. discriminant owned by djao
  7. discriminant of algebraic number owned by pahio
  8. equivalence of form class group and class group owned by rm50
  9. example of a Bezout domain that is not a PID owned by Wkbj79
  10. examples of regular primes owned by alozano
  11. existence of Hilbert class field owned by mathcam
  12. extensions without unramified subextensions and class number divisibility owned by alozano
  13. Herbrand's theorem owned by mathcam
  14. Hermite's theorem owned by alozano
  15. ideal class owned by mathcam
  16. ideal class group is finite owned by rm50
  17. ideal classes form an abelian group owned by mathcam
  18. list of all imaginary quadratic extensions whose ring of integers is a PID owned by rm50
  19. Minkowski's constant owned by alozano
  20. proof of Minkowski's bound owned by gel
  21. push-down theorem on class numbers owned by alozano
  22. ray class group owned by djao
  23. regular prime owned by djao
  24. root-discriminant owned by alozano
  25. Stickelberger's theorem owned by mathcam
  26. Thaine's theorem owned by mathcam
  27. there is a unique reduced form of discriminant -4n only for n=1,2,3,4,7 owned by rm50
  28. topics on ideal class groups and discriminants owned by alozano
  29. unramified extensions and class number divisibility owned by alozano
  30. using Minkowski's constant to find a class number owned by alozano
  31. Vandiver's conjecture owned by mathcam

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