Modern Abstract Algebra

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Author(s): David C. Buchthal, Douglas E. Cameron
Publisher: Prindle, Weber & Schmidt
Year: 1987

Language: English
City: Boston

Title
Preface to Instructors
Preface to Students
Contents
1. Preliminaries
2. Mappings, Operations, and Symmetry
3. Groups
4. Subgroups
5. Permutation Groups
6. Group Homomorphisms
7. Normal Subgroups
8. Factor Groups and Homomorphisms
9. The Sylow Theorems
10. Group Products and Abelian Groups
11. Solvable Groups
12. Group Codes
13. Rings
14. Subrings and Ideals
15. Integral Domains
16. Unique Factorization Domains
17. Polynomials
18. Vector Spaces
19. Linear Transformations and Matrices
20. The Theory of Field Extensions
21. Finite Fields and Polynomial Codes
22. Galois Theory
23. Lattices
Selected Answers
Bibliography
Index