A Comprehensive Course in Number Theory
By
Alan Baker


Reviews:
Frontmatter:  pp. iiv 
Contents:  pp. vx 
Preface:  pp. xixii 
Introduction:  pp. xiiixvi 
1  Divisibility:  pp. 17 
2  Arithmetical functions:  pp. 818 
3  Congruences:  pp. 1927 
4  Quadratic residues:  pp. 2835 
5  Quadratic forms:  pp. 3642 
6  Diophantine approximation:  pp. 4360 
7  Quadratic fields:  pp. 6170 
8  Diophantine equations:  pp. 7189 
9  Factorization and primality testing:  pp. 9098 
10  Number fields:  pp. 99110 
11  Ideals:  pp. 111121 
12  Units and ideal classes:  pp. 122146 
13  Analytic number theory:  pp. 147161 
14  On the zeros of the zetafunction:  pp. 162178 
15  On the distribution of the primes:  pp. 179196 
16  The sieve and circle methods:  pp. 197214 
17  Elliptic curves:  pp. 215239 
Bibliography:  pp. 240245 
Index:  pp. 246251 