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@inproceedings{Ninevi2014PositiveES, title={Positive Exponential Sums and Odd Polynomials}, author={Marina Nin{\vc}evi{\'c} and Sinisa Slijepcevic}, year={2014} }

- Published 2014

Given an odd integer polynomial f(x) of a degree k ≥ 3, we construct a non-negative valued, normed trigonometric polynomial with non-vanishing coefficients only at values of f(x) not greater than n, and a small free coefficient a0 = O((log n)−1/k). This gives an alternative proof of the bound for the maximal possible cardinality of a set of integers A, so… CONTINUE READING

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