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QA241.D83 2009
Copies In: 2
Copies Owned: 2
Book Book
TITLE: A guide to elementary number theory / Underwood Dudley.
AUTHOR: Dudley, Underwood.
SERIES: Dolciani mathematical expositions ; 41
SERIES: MAA guides ; no. 5
PUBLISHED: Washington, DC : Mathematical Association of America, 2009.
DESCRIPTION: x, 141 p. ; 23 cm.
EDITION: 1st ed.
NOTES: Includes index.
NOTES: 1. Greatest common divisors -- 2. Unique factorization -- 3. Linear Diophantine equations -- 4. Congruences -- 5. Linear congruences -- 6. The Chinese remainder theorem -- 7. Fermat's theorem -- 8. Wilson's theorem -- 9. The number of divisors of an integer -- 10. The sum of the divisors of an integer -- 11. Amicable numbers -- 12. Perfect numbers -- 13. Euler's theorem and function -- 14. Primitive roots and orders -- 15. Decimals -- 16. Quadratic congruences -- 17. Gauss's lemma -- 18. The quadratic reciprocity theorem -- 19. The Jacobi symbol --
NOTES: 20. Pythagorean triangles -- 21. x^(4) + y^(4) [not equal] z^(4) -- 22. Sums of two squares -- 23. Sums of three squares -- 24. Sums of four squares -- 25. Waring's problem -- 26. Pell's equation -- 27. Continued fractions -- 28. Multigrades -- 29. Carmichael numbers -- 30. Sophie Germain primes -- 31. The group of multiplicative functions -- 32. Bounds for [pi](x) -- 33. The sum of the reciprocals of the primes -- 34. The Riemann hypothesis -- 35. The prime number theorem -- 36. The abc conjecture -- 37. Factorization and testing for primes -- 38. Algebraic and transcendental numbers -- 39. Unsolved problems.
SUBJECT: Number theory.
ADDED ENTRY: Mathematical Association of America

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