Integers free of prime divisors from an interval, I
Integers free of prime divisors from an interval, II
A ternary Diophantine inequality over primes
Let 1 < c < 10/9. For large real numbers R > 0, and a small constant η > 0, the inequality holds for many prime triples. This improves work of Kumchev [Acta Arith. 89 (1999)].
Zeros of Dirichlet series with periodic coefficients
On the solutions of .
Piatetski-Shapiro sequences
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