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twin prime constant
If we look at the number of twin primes less than
x we see the usual irregularities associated
with distributions of primes:
but back up and look again and the distribution looks much smoother:
(Click here for a graph to 1,000,000).
Hardy and Littlewood conjectured that there are about
twin primes less than or equal to x where
the infinite product is the twin prime constant.
See the page "a simple heuristic" linked below for
information on how this conjecture is formed.
This constant was estimated by Wrench and others to
be approximately 0.6601618158...
See Also: TwinPrime, BrunsConstant, PrimeKtupleConjecture
Related pages (outside of this work)
Printed from the PrimePages <primes.utm.edu> © Chris Caldwell.