内容

目次

Prefaces to the 1st and 2nd editions; 1. Commutative rings and subrings;2. Ideals; 3. Prime ideals and maximal ideals; 4. Primary decomposition; 5.Rings of fractions; 6. Modules; 7. Chain conditions on modules; 8.Commutative Noetherian rings; 9. More module theory; 10. Modules overprincipal ideal domains; 11. Canonical forms for square matrices; 12. Someapplications to field theory; 13. Integral dependence on subrings; 14. Affinealgebras over fields; 15. Dimension theory; 16. Regular sequences and grade;17. Cohen-Macaulay rings; Bibliography; Index.