8. Endomorphism-extendable modules and rings

Chapters in this book

1. Frontmatter I
2. Preface V
3. Introduction VII
4. Contents XXI
5. Part I: ARITHMETICAL RINGS
6. 1. Saturated ideals and localizations 1
7. 2. Finitely generated modules and diagonalizability 21
8. 3. Rings with flat and quasiprojective ideals 25
9. 4. Hermite rings and Pierce stalks 55
10. 5. Bezout rings, Krull dimension 69
11. Part II: EXTENSION OF AUTOMORPHISMS AND ENDOMORPHISMS
12. 6. Semi-Artinian and nonsingular modules 83
13. 7. Modules over strongly prime and strongly semiprime rings 103
14. 8. Endomorphism-extendable modules and rings 117
15. 9. Automorphism-invariant modules and rings 135
16. Bibliography 145
17. Index 153