Abstract
Let k be a positive integer and F(x, k) denote the number of integers n < x which have a divisor in every residue class prime to k. Erdös (1) proved that for every fixed ε > 0, we have F(x, k) ˜ x whenand conjectured the following result, which we prove in this paper.
Publisher
Cambridge University Press (CUP)
Reference3 articles.
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2. A conjecture of Erdös in number theory;Hall;Acta Arithmetica
3. Probabilistic methods in group theory
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