Goals:

• Primality Testing
• Fermat’s Little Theorem
• The Totient of a Number
• The Miller-Rabin Probabilistic Algorithm for Testing for Primality
• Python and Perl Implementations for the Miller-Rabin Primality Test
• The AKS Deterministic Algorithm for Testing for Primality
• Chinese Remainder Theorem for Modular Arithmetic with Large Composite Moduli
• Discrete Logarithms

Summary on tutorial Prime Numbers And Discrete Logarithms

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