Book contents
- Frontmatter
- Contents
- List of Tables
- Notation
- Introduction
- 1 Integral Domains
- 2 Euclidean Domains
- 3 Noetherian Domains
- 4 Elements Integral over a Domain
- 5 Algebraic Extensions of a Field
- 6 Algebraic Number Fields
- 7 Integral Bases
- 8 Dedekind Domains
- 9 Norms of Ideals
- 10 Factoring Primes in a Number Field
- 11 Units in Real Quadratic Fields
- 12 The Ideal Class Group
- 13 Dirichlet's Unit Theorem
- 14 Applications to Diophantine Equations
- List of Definitions
- Location of Theorems
- Location of Lemmas
- Bibliography
- Index
11 - Units in Real Quadratic Fields
Published online by Cambridge University Press: 05 September 2012
- Frontmatter
- Contents
- List of Tables
- Notation
- Introduction
- 1 Integral Domains
- 2 Euclidean Domains
- 3 Noetherian Domains
- 4 Elements Integral over a Domain
- 5 Algebraic Extensions of a Field
- 6 Algebraic Number Fields
- 7 Integral Bases
- 8 Dedekind Domains
- 9 Norms of Ideals
- 10 Factoring Primes in a Number Field
- 11 Units in Real Quadratic Fields
- 12 The Ideal Class Group
- 13 Dirichlet's Unit Theorem
- 14 Applications to Diophantine Equations
- List of Definitions
- Location of Theorems
- Location of Lemmas
- Bibliography
- Index
Summary
- Type
- Chapter
- Information
- Introductory Algebraic Number Theory , pp. 264 - 298Publisher: Cambridge University PressPrint publication year: 2003