An improved incidence bound for fields of prime order

https://doi.org/10.1016/j.ejc.2015.09.004Get rights and content
Under an Elsevier user license
open archive

Abstract

Let P be a set of points and L a set of lines in Fp2, with |P|,|L|N and N<p. We show that P and L generate no more than CN321806+o(1) incidences for some absolute constant C. This improves on the previously best-known bound of CN32110,678.

Cited by (0)