Difference between revisions of "Prime number theorem"

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The '''prime number theorem''' is an estimate of the number of primes below any given number:
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#REDIRECT [[Prime Number Theorem]]
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Let π(''n'') be a function providing the number of primes less than or equal to ''n'', for any positive number ''n''. The prime number theorem states that
 
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: <math>\pi(n) = \lim_{n\to\infty}n/\ln(n)</math>
 
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[[category:mathematics]]
 

Latest revision as of 09:59, November 16, 2008