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| 这是一本代数学基础理论类的经典书，会有很好的市场前景。 |
| Preface 1. What is Algebra? 2. Fields 3. Commutative Rings 4. Homomorphisms and Ideals 5. Modules 6. Algebraic Aspects of Dimension 7. The Algebraic View of Infinitesimal Notions 8. Noncommutative Rings 9. Modules over Noncommutative Rings 10. Semisimple Modules and Rings 11. Division Algebras of Finite Rank 12. The Notion of a Group 13. Examples of Groups: Finite Groups 14. Examples of Groups: Infinite Discrete Groups 15. Examples of Groups: Lie Groups and Algebraic Groups 16. General Results of Group Theory 17. Group Representations 18. Some Applications of Groups 19. Lie Algebras and Nonassociative Algebra 20. Categories 21. Homological Algebra 22. K-theory Comments on the Literature References Index of Names Subject Index |
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