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Bounds on trilinear and quadrilinear exponential sums
Published 28 Apr 2016 in math.NT, math.CA, and math.CO | (1604.08469v4)
Abstract: We use an estimate of Aksoy Yazici, Murphy, Rudnev and Shkredov (2016) on the number of solutions of certain equations involving products and differences of sets in prime finite fields to give an explicit upper bound on trilinear exponential sums which improves the previous bound of Bourgain and Garaev (2009). We also obtain explicit bounds for quadrilinear exponential sums.
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