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- catalog contributor b12129743.
- catalog contributor b12129744.
- catalog created "c2001.".
- catalog date "2001".
- catalog date "c2001.".
- catalog dateCopyrighted "c2001.".
- catalog description "Ch. 1. Unique Factorization Domains, Ideals, and Principal Ideal Domains -- Ch. 2. Commutative Fields -- Ch. 3. Residue Classes -- Ch. 4. Quadratic Residues -- Ch. 5. Algebraic Integers -- Ch. 6. Integral Basis, Discriminant -- Ch. 7. The Decomposition of Ideals -- Ch. 8. The Norm and Classes of Ideals -- Ch. 9. Estimates for the Discriminant -- Ch. 10. Units -- Ch. 11. Extension of Ideals -- Ch. 12. Algebraic Interlude -- Ch. 13. The Relative Trace, Norm, Discriminant, and Different -- Ch. 14. The Decomposition of Prime Ideals in Galois Extensions -- Ch. 15. The Fundamental Theorem of Abelian Extensions -- Ch. 16. Complements and Miscellaneous Numerical Examples -- Ch. 17. Local Methods for Cyclotomic Fields -- Ch. 18. Bernoulli Numbers -- Ch. 19. Fermat's Last Theorem for Regular Prime Exponents -- Ch. 20. More on Cyclotomic Extensions -- Ch. 21. Characters and Gaussian Sums -- Ch. 22. Zeta-Functions and L-Series -- Ch. 23. The Dedekind Zeta-Function -- Ch. 24. Primes in Arithmetic Progressions -- Ch. 25. The Frobenius Automorphism and the Splitting of Prime Ideals -- Ch. 26. Class Number of Quadratic Fields -- Ch. 27. Class Number of Cyclotomic Fields -- Ch. 28. Miscellaneous Results About the Class Number of Quadratic Fields -- Ch. 29. Miscellaneous Results About the Class Number of Cyclotomic Fields -- A Guide for Further Study.".
- catalog description "Includes bibliographical references (p. 667-672) and indexes.".
- catalog extent "xxiv, 681 p. :".
- catalog identifier "0387950702 (alk. paper)".
- catalog isPartOf "Universitext".
- catalog issued "2001".
- catalog issued "c2001.".
- catalog language "eng".
- catalog publisher "New York : Springer,".
- catalog subject "512/.74 21".
- catalog subject "Algebraic number theory.".
- catalog subject "QA247 .R465 2001".
- catalog tableOfContents "Ch. 1. Unique Factorization Domains, Ideals, and Principal Ideal Domains -- Ch. 2. Commutative Fields -- Ch. 3. Residue Classes -- Ch. 4. Quadratic Residues -- Ch. 5. Algebraic Integers -- Ch. 6. Integral Basis, Discriminant -- Ch. 7. The Decomposition of Ideals -- Ch. 8. The Norm and Classes of Ideals -- Ch. 9. Estimates for the Discriminant -- Ch. 10. Units -- Ch. 11. Extension of Ideals -- Ch. 12. Algebraic Interlude -- Ch. 13. The Relative Trace, Norm, Discriminant, and Different -- Ch. 14. The Decomposition of Prime Ideals in Galois Extensions -- Ch. 15. The Fundamental Theorem of Abelian Extensions -- Ch. 16. Complements and Miscellaneous Numerical Examples -- Ch. 17. Local Methods for Cyclotomic Fields -- Ch. 18. Bernoulli Numbers -- Ch. 19. Fermat's Last Theorem for Regular Prime Exponents -- Ch. 20. More on Cyclotomic Extensions -- Ch. 21. Characters and Gaussian Sums -- Ch. 22. Zeta-Functions and L-Series -- Ch. 23. The Dedekind Zeta-Function -- Ch. 24. Primes in Arithmetic Progressions -- Ch. 25. The Frobenius Automorphism and the Splitting of Prime Ideals -- Ch. 26. Class Number of Quadratic Fields -- Ch. 27. Class Number of Cyclotomic Fields -- Ch. 28. Miscellaneous Results About the Class Number of Quadratic Fields -- Ch. 29. Miscellaneous Results About the Class Number of Cyclotomic Fields -- A Guide for Further Study.".
- catalog title "Classical theory of algebraic numbers / Paulo Ribenboim.".
- catalog type "text".