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Trilinear forms with Kloosterman fractions by Bettin, Sandro; Chandee, Vorrapan is a scholarly article available to read on EtoBox.

What is Trilinear forms with Kloosterman fractions about?

We give new bounds for $\sum_{{a, m ,n}}\alpha_{m}\beta_n\nu_a {\textrm e}\left(\frac{a\overline m}{n}\right)$ where $\alpha_{m}$, $\beta_n$ and $\nu_a$ are arbitrary coefficients, improving upon a result of Duke, Friedlander and Iwaniec [DFI97]. We also apply these bounds to problems on representations by determinant equations and on the equidistribution of solutions to linear equations.

Author

Bettin, Sandro; Chandee, Vorrapan

Published

2015

Language

EN