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topics on ideal class groups and discriminants
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"topics on ideal class groups and discriminants" is owned by alozano.
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See Also: ideal class, bibliography for number theory, class number divisibility in cyclic extensions, class number divisibility in  -extensions, class number formula, unramified extensions and class number divisibility, push-down theorem on class numbers, class number divisibility in extensions, using Minkowski's constant to find a class number, class number, existence of Hilbert class field, Minkowski's constant, examples of regular primes, irregular prime, Vandiver's conjecture, ray class group, algebraic number theory, an exact sequence for ray class groups, ideal classes form an abelian group
| Also defines: |
ideal class group |
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Cross-references: algebraic number theory, fixed set, Hermite's theorem, root-discriminant, indexes of the group of cyclotomic units in the full unit group, maximal real subfield, Vandiver's conjecture, totally real fields, Thaine's theorem, Stickelberger elements, annihilators, Stickelberger's theorem, subgroups, Herbrand's theorem, examples of regular primes, Bernoulli numbers, terms, regular primes, irregular prime, prime number, root of unity, primitive, Fermat's last theorem, cyclotomic fields, totally ramified, push-down theorem on class numbers, abelian, extensions without unramified subextensions and class number divisibility, divide, cyclic, class number divisibility in cyclic extensions, implies, divisible, class number divisibility in extensions, extensions, theorems, prime divisors, connection, unramified extensions and class number divisibility, contains, using Minkowski's constant to find a class number, discriminants, bound, Minkowski's constant, Minkowski's theorem, invariants, Dedekind zeta functions, number theory, class number formula, ray class field, ray class group, characterizations, theory, field, class, link, isomorphic, Galois group, abelian extension, unramified, Hilbert class field, ideal classes form an abelian group, ideal class, size, fractional ideals, quotient group, arithmetic, class groups, measures, objects, class number, PID, UFD, primes, product, number, property, ring of integers, rational numbers, finite extension, number field
There are 4 references to this entry.
This is version 10 of topics on ideal class groups and discriminants, born on 2005-03-10, modified 2008-01-22.
Object id is 6869, canonical name is ClassNumbersAndDiscriminantsTopicsOnClassGroups.
Accessed 7061 times total.
Classification:
| AMS MSC: | 11R29 (Number theory :: Algebraic number theory: global fields :: Class numbers, class groups, discriminants) |
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Pending Errata and Addenda
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