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Large gaps between primes
DOI:10.4007/annals.2016.183.3.3.png)
Abstract
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We show that there exist pairs of consecutive primes less than x whose difference is larger than t(1 + o(1))(logx)(log log x) (log log log log x) (log log log x)(-2) for any fixed t. This answers a well-known question of Erdos.
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