The Zassenhaus algorithm is an algorithm used for factoring integers, particularly effective for finding the prime factors of integers that are the product of two large primes. It was developed by Hans Zassenhaus in the 1980s and is notable for its application in computational number theory and cryptography. The algorithm incorporates several techniques and concepts, including: 1. **Quadratic Sieve**: It employs a number-theoretic sieve method to identify and collect potential factors.
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