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20172021
most citedA new perspective on the distance problem over prime fields

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

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Showing math.COShow all

12 papers · 1 filter

math.CO2021

An energy decomposition theorem for matrices and related questions

Ali Mohammadi, Thang Pham, Yiting Wang

Given , we prove that there exist disjoint subsets such that and their additive and multiplicative energies satisf…

math.CO2021

Distribution of distances in five dimensions and related problems

Francois Clement, Thang Pham

In this paper, we study the Erdős-Falconer distance problem in five dimensions for sets of Cartesian product structures. More precisely, we show that for wi…

math.CO2021

An inverse-type problem for cycles in local Cayley distance graphs

Thang Pham

Let be a proper symmetric subset of , and be the Cayley graph with the vertex set , and two vertices and are connected…

math.CO2021

Configurations of rectangles in a set in

Doowon Koh, Sujin Lee, Thang Pham +1

Let be a finite field of order . In this paper, we study the distribution of rectangles in a given set in . More precisely, for any , we…

math.CO2019

On a theorem of Hegyvári and Hennecart

Dao Nguyen Van Anh, Le Quang Ham, Doowon Koh +2

In this paper, we study growth rate of product of sets in the Heisenberg group over finite fields and the complex numbers. More precisely, we will give improvements and extensions…

math.CO20194 cited

A new perspective on the distance problem over prime fields

Alex Iosevich, Doowon Koh, Thang Pham

Let be a prime field, and a set in . Let , the distance set of . In…