Le Anh Vinh

An improvement on the number of simplices in Fqd

Let

Graphs generated by Sidon sets and algebraic equations over finite fields

\mathcal{E}

A Szemerédi–Trotter type theorem, sum-product estimates in finite quasifields, and related results

be a set of points in

A structure theorem for product sets in extra special groups

\mathbb{F}_q^d

Distinct spreads in vector spaces over finite fields

. Bennett, Hart, Iosevich, Pakianathan, and Rudnev (2016) proved that if

Incidences between points and generalized spheres over finite fields and related problems

|\mathcal{E}|\gg q^{d-\frac{d-1}{k+1}}

Three-Variable Expanding Polynomials and Higher-Dimensional Distinct Distances

then

A new bound on Erd\H{o}s distinct distances problem in the plane over prime fields

\mathcal{E}

On the volume set of point sets in vector spaces over finite fields

determines a positive proportion of all

Incidence bounds and applications over finite fields

k