Contemporary Abstract Algebra 9th Edition

Contemporary Abstract Algebra (9th Edition)

Contemporary Abstract Algebra (9th Edition)

Book Edition9th Edition

Course Hero-verified solutions and explanations

  1. Chapter 0Preliminaries

  2. Chapter 1Introduction to Groups

  3. Chapter 2Groups

  4. Chapter 3Finite Groups; Subgroups

  5. Chapter 4Cyclic Groups

  6. Chapter 5Permutation Groups

  7. Chapter 6Isomorphisms

  8. Chapter 7Cosets and Lagrange’s Theorem

  9. Chapter 8External Direct Products

  10. Chapter 9Normal Subgroups and Factor Groups

  11. Chapter 10Group Homomorphisms

  12. Chapter 11Fundamental Theorem of Finite Abelian Groups

  13. Chapter 12Introduction to Rings

  14. Chapter 13Integral Domains

  15. Chapter 14Ideals and Factor Rings

  16. Chapter 15Ring Homomorphisms

  17. Chapter 16Polynomial Rings

  18. Chapter 17Factorization of Polynomials

  19. Chapter 18Divisibility in Integral Domains

  20. Chapter 19Vector Spaces

  21. Chapter 20Extension Fields

  22. Chapter 21Algebraic Extensions

  23. Chapter 22Finite Fields

  24. Chapter 23Geometric Constructions

  25. Chapter 24Sylow Theorems

  26. Chapter 25Finite Simple Groups

  27. Chapter 26Generators and Relations

  28. Chapter 27Symmetry Groups

  29. Chapter 28Frieze Groups and Crystallographic Groups

  30. Chapter 29Symmetry and Counting

  31. Chapter 30Cayley Digraphs of Groups

  32. Chapter 31Introduction to Algebraic Coding Theory

  33. Chapter 32An Introduction to Galois Theory

  34. Chapter 33Cyclotomic Extensions