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| | Articles - Twin prime (Site not responding. Last check: 2007-10-21) |
 | | A strong form of the twin prime conjecture, the Hardy-Littlewood conjecture, postulates a distribution law for twin primes akin to the prime number theorem. |
 | | Chen Jingrun's well known theorem states that for any m even, there are infinitely many primes that differs by m from a number having at most two prime factors. |
 | | Every twin prime pair greater than 3 is of the form (6n - 1, 6n + 1) for some natural number n, and with the exception of n = 1, n must end in 0, 2, 3, 5, 7, or 8. |
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