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Mathematical foundations of public key cryptography
Contents
Chapter 1. Divisibility of integers
Chapter 2. Congruences
Chapter 3. Congruences equations
Chapter 4. Exponents and primitive roots
Chapter 5. Some elementary results for prime distribution
Chapter 6. Simple continued fractions
Chapter 7. Basic concepts
Chapter 8. Group theory
Chapter 9. Rings and fields
Chapter 10 Some mathematical problems in public key cryptography
Chapter 11. Basics of lattices
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