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[Bull. AMS] Small gaps between prime numbers: The work of Goldston-Pintz-Yildirim - 0 views

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    there are infinitely many primes for which the gap to the next prime is as small as we want compared to the average gap between consecutive primes.
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The Path to Recent Progress on Small Gaps Between Primes - 0 views

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    Gauss-Dirichlet conference, Goettingen, 2005
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E. Kowalski's blog » Averages of singular series, or: when Poisson is everywhere - 0 views

  • I have recently posted on my web page a preprint concerning some averages of “singular series” (another example of pretty bad mathematical terminology…) arising in the prime k-tuple conjecture, and its generalization the Bateman-Horn conjecture. The reason for looking at this is a result of Gallagher which is important in the original version of the proof by Goldston-Pintz-Yildirim that there are infinitely many primes p for which the gap q-p between p and the next prime q is smaller than ε times the average gap, for arbitrary small ε>0.
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