Abstract
Let a1, a2, …, an be a set of n positive integers. Then it is easily seen that the set of positive integers not divisible by any aν has a density, i.e. that if Nn(z) is the number of such integers not exceeding z, then z−1Nn(z) tends to a limit when z → ∞; and thatwhereand where [u1, …, uμ] denotes the least positive common multiple of the positive integers u1, …, uμ.
Publisher
Cambridge University Press (CUP)
Cited by
20 articles.
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