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- catalog contributor b10445441.
- catalog created "c1995.".
- catalog date "1995".
- catalog date "c1995.".
- catalog dateCopyrighted "c1995.".
- catalog description "1. Numbers -- 2. Induction -- 3. Euclid's algorithm -- 4. Unique factorization -- 5. Congruences -- 6. Congruence classes -- 7. Applications of congruences -- 8. Rings and fields -- 9. Fermat's and Euler's theorems -- 10. Applications of Fermat's and Euler's theorems -- 11. On groups -- 12. The Chinese remainder theorem -- 13. Matrices and codes -- 14. Polynomials -- 15. Unique factorization -- 16. The fundamental theorem of algebra -- 17. Derivatives -- 18. Factoring in Q[x], I -- 19. The binomial theorem in characteristic p -- 20. Congruences and the Chinese remainder theorem -- 21. Applications of the Chinese remainder theorem -- 22. Factoring in F[p][x] and in Z[x] -- 23. Primitive roots -- 24. Cyclic groups and primitive roots -- 25. Pseudoprimes -- 26. Roots of unity in Z/mZ -- 27. Quadratic residues -- 28. Congruence classes modulo a polynomial -- 29. Some applications of finite fields -- 30. Classifying finite fields.".
- catalog description "Includes bibliographical references (p. 509-512) and index.".
- catalog extent "xv, 522 p. :".
- catalog hasFormat "Concrete introduction to higher algebra.".
- catalog identifier "0387944842 (acid-free paper)".
- catalog identifier "0387989994".
- catalog isFormatOf "Concrete introduction to higher algebra.".
- catalog isPartOf "Undergraduate texts in mathematics".
- catalog issued "1995".
- catalog issued "c1995.".
- catalog language "eng".
- catalog publisher "New York : Springer,".
- catalog relation "Concrete introduction to higher algebra.".
- catalog subject "512/.7 20".
- catalog subject "Algebra.".
- catalog subject "QA155 .C53 1995".
- catalog tableOfContents "1. Numbers -- 2. Induction -- 3. Euclid's algorithm -- 4. Unique factorization -- 5. Congruences -- 6. Congruence classes -- 7. Applications of congruences -- 8. Rings and fields -- 9. Fermat's and Euler's theorems -- 10. Applications of Fermat's and Euler's theorems -- 11. On groups -- 12. The Chinese remainder theorem -- 13. Matrices and codes -- 14. Polynomials -- 15. Unique factorization -- 16. The fundamental theorem of algebra -- 17. Derivatives -- 18. Factoring in Q[x], I -- 19. The binomial theorem in characteristic p -- 20. Congruences and the Chinese remainder theorem -- 21. Applications of the Chinese remainder theorem -- 22. Factoring in F[p][x] and in Z[x] -- 23. Primitive roots -- 24. Cyclic groups and primitive roots -- 25. Pseudoprimes -- 26. Roots of unity in Z/mZ -- 27. Quadratic residues -- 28. Congruence classes modulo a polynomial -- 29. Some applications of finite fields -- 30. Classifying finite fields.".
- catalog title "A concrete introduction to higher algebra / Lindsay N. Childs.".
- catalog type "text".