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Type: Article
A variant on the notion of a Diophantine S-tuple
Abstract:
We show that there is an infinite set S of natural numbers with the property that 1 + Pi(n is an element of R)E n is square-free for every finite subset R subset of S.
We show that there is an infinite set S of natural numbers with the property that 1 + Pi(n is an element of R)E n is square-free for every finite subset R subset of S.
MSC: 11B99 (11N25)
Journal: Glasgow Mathematical Journal
ISSN: 0017-0895
Year: 2009
Volume: 51
Number: 1
Pages: 83--89



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