Site Navigation
Categories:
Algebraic number theory

Summary Of: Algebraic number theory

One of the class results in algebraic number theory is that the ideal class group of an algebraic number field...

Encyclodia Page On: Algebraic number theory

These Are Links To Other Documents
mathematics | number theory | algebraic structures | algebraic integers | ring | algebraic number field | extension | rational numbers | rings | fields | factorization | ideals | integers | unique factorization | Galois theory | group cohomology | group representations | L-functions | ring of integers | prime numbers | irreducible elements | Gaussian integers | ideal class group | trivial | unique factorization domain | prime ideals | Dedekind domain | generate | theorem of Fermat's | Class field theory | abelian extension | Galois extension | abelian | Galois group | usual absolute value | absolute value | p-adic absolute values | Ostrowski's theorem | equivalence class | complex numbers | ring homomorphisms | image | complex conjugation | fundamental theorem of arithmetic | prime powers | invertible elements | units | unit group | cyclic group | Dirichlet's unit theorem | Galois module | class number formula | class number | Dirichlet's unit theorem | finitely generated abelian group | rank | Artin reciprocity law | Class number formula | Ian Stewart | Cassels, J. W. S. | Frölich, Albrecht | MR | Fröhlich, Albrecht | Taylor, Martin J. | Cambridge University Press | MR | ISBN 0-521-43834-9 | Lang, Serge | Graduate Texts in Mathematics | Springer-Verlag | MR | ISBN 0-387-94225-4 | Neukirch, Jürgen | Springer-Verlag | MR | ISBN 978-3-540-65399-8 | Neukirch, Jürgen | Springer-Verlag | MR | ISBN 978-3-540-66671-4 | v | d | Number theory | Analytic number theory | Geometric number theory | Computational number theory | Transcendental number theory | Numbers | Natural numbers | Prime numbers | Rational numbers | Irrational numbers | Algebraic numbers | Transcendental numbers | Arithmetic | Modular arithmetic | Arithmetic functions | Quadratic forms | L-functions | Diophantine equations | Diophantine approximation | Continued fractions | List of recreational number theory topics | List of number theory topics | Category | Algebraic number theory |
This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Algebraic number theory".