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Products of three pairwise coprime integers in short intervals
Published online by Cambridge University Press: 01 April 2012
Abstract
The existence of products of three pairwise coprime integers is investigated in short intervals of the form . A general theorem is proved which shows that such integer products exist provided there is a bound on the product of any two of them. A particular case of relevance to elliptic curve cryptography, where all three integers are of order , is presented as a corollary to this result.
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- Research Article
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- Copyright © London Mathematical Society 2012
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