Home > Term: Miller-Rabin
Miller-Rabin
A heuristic test for prime numbers. It repeatedly checks if the number being tested, n, is pseudoprime to a randomly chosen base, a, and there are only trivial square roots of 1, modulo n. In other words, n is surely composite if an-1 ≠ 1 (mod n), where 0 < a < n. Some composites may be incorrectly judged to be prime.
For k repetitions, the chance of incorrectly judging an odd integer greater than 2 to be prime is 2-k. For randomly chosen large integers, a small number of repetitions, say 3, is enough.
- Μέρος του λόγου: noun
- Κλάδος/Τομέας: Υπολογιστές
- Category: Αλγόριθμοι & δομές
- Government Agency: NIST
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Δημιουργός
- GeorgeV
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