On Thu, Aug 01, 2002 at 07:01:04AM -0700, Gary Edstrom wrote:
>I seem to remember reading that there are probabilistic tests that can
>be run on a number.  The test is repeated for a number of iterations.
>If the test fails any iteration, then it is definitely NOT prime.  If it
>passes a sufficient number of tests, then it is PROBABLY prime.
>
>Now my question is this: "How long does an iteration of one of these
>probabilistic tests take?" and "Can these tests be used on Mersenne
>numbers?"  It would seem to be a good way to dispose of even more
>Mersenne candidates before submitting them to the lengthy Lucas-Lehmer
>algorithm.  Why isn't it done?

Isn't it already done? Prime95 has been doing P-1 tests for quite a while
now. :-)

/* Steinar */
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