Additive twists of Fourier coefficients of symmetric-square lifts

Mathematics – Number Theory

Scientific paper

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13 pages. v2: fixed the relation between T and t_j on p.2 and added clarification to some references

Scientific paper

We study the sum of additively twisted Fourier coefficients of a
symmetric-square lift of a Maass form invariant under the full modular group.
Our bounds are uniform in terms of the spectral parameter of the Maass form, as
well as in terms of the additive twist.

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