E. Yazici

activity

20172020

most citedSum-Product Type Estimates for Subsets of Finite Valuation Rings

1 citations · 1 across the 4 of their papers we have counts for

collaborators

4 papers

math.CO2020

Erdős Distance Problem in $R^{d}$

Esen Aksoy Yazici

In this paper, we prove Erdős distance conjecture in $R^{d}$ , namely, a set of $n$ points in $R^{2}$ determines $Ω (\frac{n}{l o g n})$ distances, and for $d\ge…

math.CO2019

Hamming Distances in Vector Spaces over Finite Fields

Esen Aksoy Yazici

Let $F_{q}$ be the finite field of order $q$ and $E \subset F_{q}^{d}$ , where $4∣ d$ . Using Fourier analytic techniques, we prove that if $|E|>\frac{q^{d-1}}{d}\binom{d}{…

math.CO2019

Sum-Product Type Estimates over Finite Fields

Esen Aksoy Yazici

Let $F_{q}$ denote the finite field with $q$ elements where $q = p^{l}$ is a prime power. Using Fourier analytic tools with a third moment method, we obtain sum-product type est…

math.CO2017★ 1 cited

Sum-Product Type Estimates for Subsets of Finite Valuation Rings

Esen Aksoy Yazici

Let $R$ be a finite valuation ring of order $q^{r} .$ Using a point-plane incidence estimate in $R^{3}$ , we obtain sum-product type estimates for subsets of $R$ . In particular, we prove…

Erdős Distance Problem in Rd

Hamming Distances in Vector Spaces over Finite Fields

Sum-Product Type Estimates over Finite Fields

Sum-Product Type Estimates for Subsets of Finite Valuation Rings

Erdős Distance Problem in $R^{d}$