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We study density modulo 1 of the sequence with general term ∑ m≤n f (G(m)) where f is the strongly multiplicative function of the form f (n) = ∏ p|n (1 − ν(p) p) and ν is a multiplicative function for which there exists a real number 0 &lt; r ≤ 1 such that 1 ≤ |ν(p)| ≤ p

Density modulo 1 of a sequence associated to some multiplicative functions evaluated at polynomial arguments