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Book Categories |
Preface | ||
1 | Introduction | 1 |
2 | Divisibility and Primes | 7 |
3 | Modular Arithmetic | 59 |
4 | Fundamental Theorems of Modular Arithmetic | 103 |
5 | Cryptography | 121 |
6 | Primality Testing and Factoring | 145 |
7 | Primitive Roots | 169 |
8 | Applications | 195 |
9 | Quadratic Congruences | 213 |
10 | Applications | 235 |
11 | Continued Fractions | 243 |
12 | Factoring Methods | 285 |
13 | Diophantine Approximations | 297 |
14 | Diophantine Equations | 319 |
15 | Arithmetical Functions and Dirichlet Series | 357 |
16 | Distribution of Primes | 389 |
17 | Quadratic Reciprocity Law | 411 |
18 | Binary Quadratic Forms | 441 |
19 | Elliptic Curves | 479 |
A | Mathematical Induction | 513 |
B | Binomial Theorem | 519 |
C | Algorithmic Complexity and O-notation | 524 |
Answers and Hints | 527 | |
Index of Notation | 535 | |
Index | 537 |
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Add Number Theory with Computer Applications, This book effectively integrates computing concepts into the number theory curriculum using a heuristic approach and strong emphasis on rigorous proofs. Its in-depth coverage of modern applications considers the latest trends and topics, such as ellipti, Number Theory with Computer Applications to the inventory that you are selling on WonderClubX
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Add Number Theory with Computer Applications, This book effectively integrates computing concepts into the number theory curriculum using a heuristic approach and strong emphasis on rigorous proofs. Its in-depth coverage of modern applications considers the latest trends and topics, such as ellipti, Number Theory with Computer Applications to your collection on WonderClub |