# Combinatorics Seminar

Products of differences in arbitrary fields

Georgis Petridis, University of Georgia

Thursday, March 30th, 2017

3:30 PM - 5:30 PM

Lattimore 201

3:30 PM - 5:30 PM

Lattimore 201

We show that if $A$ is a subset of ${\Bbb F}_q$ of size $>q^{\frac{2}{3}-c}$, for some absolutely $c>0$, then $ | (A-A) \cdot (A-A) | >q/2$. This is joint work with Brendan Murphy. |

Event contact: hazel dot mcknight at rochester dot edu

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