Abstract Algebra An Introduction, 3Rd Edn by Thomas Hungerford, 9781111573331, Cengage
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1. Arithmetic in Z Revisited. 2. Congruence in Z and Modular Arithmetic. 2. Rings. 3. Arithmetic in F(x). 4. Congruence in F9x) and Congruence-Class Arithmetic. 5. Ideals and Quotient Rings. 6. Groups. 7. Topics in Group Theory. 8. Arithmetic in Integral Domains. 9. Field Extensions. 10. Galois Theory. 11. Public-Key Cryptography. 12. The Chinese Remainder Theorem. 13. Lattices and Boolean Algebras. 14. Geometric Constructions. 15. Algebraic Coding Theory.
ABSTRACT ALGEBRA: AN INTRODUCTION, 3E, International Edition is intended for a first undergraduate course in modern abstract algebra. The flexible design of the text makes it suitable for courses of various lengths and different levels of mathematical sophistication, ranging from a traditional abstract algebra course to one with a more applied flavor. The emphasis is on clarity of exposition. The thematic development and organizational overview is what sets this book apart. The chapters are organized around three themes: arithmetic, congruence, and abstract structures. Each theme is developed first for the integers, then for polynomials, and finally for rings and groups. This enables students to see where many abstract concepts come from, why they are important, and how they relate to one another.
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