Elementary Number Theory is known for its rich exercise sets, careful and rigorous proofs, examples and applications. A full range of exercises helps students explore key concepts and push their understanding to new heights. Computational exercises and computer projects are available for Maple, Mathematica, Sage Math, and the book's many online resources.
The 7th Edition is revised throughout for a presentation that is easier to teach and to learn from, while incorporating advancements and recent discoveries in number theory. Several hundred new exercises enhance the exercise sets even further.
頁數:864
版次:第7版
年份:2025年
規格:平裝/單色
ISBN:9789813354531
1.The Integers
2.Integer Representations and Operations
3.Greatest Common Divisors
4.Prime Numbers
5.Congruences
6.Applications of Congruences
7.Some Special Congruences
8.Arithmetic Functions
9.Cryptography
10.Primitive Roots
11.Applications of Primitive Roots and the Order of an Integer
12.Quadratic Residues
13.Decimal Fractions and Continued Fractions
14.Nonlinear Diophantine Equations and Elliptic Curves
15.The Gaussian Integers