An analogous upper bound is proved for bilinear sums involving modular square roots, extending the method of Bag and Shparlinski to the case s=1/2.
Baier,On the large sieve with sparse sets of moduli, J
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A note on bilinear sums with modular square roots
An analogous upper bound is proved for bilinear sums involving modular square roots, extending the method of Bag and Shparlinski to the case s=1/2.