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What is Number-Theoretic Algorithms Overview about?

1. This document discusses advanced algorithms for number theory, including elementary number theory concepts like divisibility, prime and composite numbers, greatest common divisors, and the Euclidean algorithm. 2. It also covers modular arithmetic, defining groups, finite groups, subgroups, and Galois fields. Modular arithmetic uses the integers modulo a prime number to form a field where multiplication has unique inverses. 3. Worked examples are provided to find greatest common divisors, extended Euclid

Author

Kamal

Language

EN