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Primality test |
 | | In practice, this algorithm is slower than the other two for sizes of numbers that can be dealt with at all. |
 | | In 2002, Manindra Agarwal, Nitin Saxena and Neeraj Kayal described a new deterministic primality test which runs in O(n |
 | | Manindra Agarwal, Nitin Saxena, Neeraj Kayal, "PRIMES is in P", Preprint, August 6, 2002, http://www.cse.iitk.ac.in/news/primality.html |
| www.ebroadcast.com.au /lookup/encyclopedia/pr/Prime_testing.html (688 words) |
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