Elementary Number Theory, 7th Edition

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Table of Contents

CHAPTER 1. PRELIMINARIES
CHAPTER 2 DIVISIBILITY THEORY IN THE INTEGERS
CHAPTER 3 PRIMES AND THEIR DISTRIBUTION
CHAPTER 4 THE THEORY OF CONGRUENCES
CHAPTER 5 FERMAT’S THEOREM
CHAPTER 6 NUMBER-THEORETIC FUNCTIONS
CHAPTER7 EULER’S GENERALIZATION OF FERMAT’S THEOREM
CHAPTER 8 PRIMITIVE ROOTS AND INDICES
CHAPTER 9 THE QUADRATIC RECIPROCITY LAW
CHAPTER 10 INTRODUCTION TO CRYPTOGRAPHY
CHAPTER 11 NUMBERS OF SPECIAL FORM
CHAPTER 12 CERTAIN NONLINEAR DIOPHANTINE EQUATIONS
CHAPTER 13 REPRESENTATION OF INTEGERSAS SUMS OF SQUARES
CHAPTER 14 FIBONACCI NUMBERS
CHAPTER 15 CONTINUED FRACTIONS
CHAPTER 16 SOME MODERN DEVELOPMENTS