Sayok Chakravarty

collaborators

3 papers

math.CO2025

Lattice Size in Higher Dimension

Abdulrahman Alajmi, Sayok Chakravarty, Zachary Kaplan +1

The lattice size of a lattice polytope is a geometric invariant which was formally introduced in the context of simplification of the defining equation of an algebraic curve, but a…

math.CO2024

The Linear $q$ -Hypergraph Process

Sayok Chakravarty, Nicholas Spanier

We analyze a random greedy process to construct $q$ -uniform linear hypergraphs using the differential equation method. We show for $q = o (lo g n)$ , that this process yields a…

math.CO2024

Combining the theorems of TurÃ¡n and de Bruijn-Erd\H os

Sayok Chakravarty, Dhruv Mubayi

Fix an integer $s \geq 2$ . Let $P$ be a set of $n$ points and let $L$ be a set of lines in a linear space such that no line in $L$ contains more than $…

Lattice Size in Higher Dimension

The Linear q-Hypergraph Process

Combining the theorems of TurÃ¡n and de Bruijn-Erd\H os

The Linear $q$ -Hypergraph Process