A new bound for the large sieve inequality with power moduli

Details A new bound for the large sieve inequality with power moduli A new bound for the large sieve inequality with power moduli

2011-09-19

arxiv.org/abs/1109.3975v1

Mathematics

Number Theory

9 pages; accepted by IJNT

Scientific paper

10.1142/S179304211250039X

We give a new bound for the large sieve inequality with power moduli q^k that
is uniform in k. The proof uses a new theorem due to T. Wooley from his work on
efficient congruencing.

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