Difference between revisions of "Prime counting function"
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Revision as of 12:05, 13 August 2015
The prime counting function, denoted 
, is a function defined on real numbers. The quantity 
is defined as the number of positive prime numbers less than or equal to 
.
The function is asymptotically equivalent to 
. This is the prime number theorem. It is also asymptotically equivalent to Chebyshev's theta function.
See also
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