Zach Hunter

activity

20232026

K_{s, s}

-free graphs with polynomial average degree

2 citations · 2 across the 19 of their papers we have counts for

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math.CO2023★ 2 cited

Induced subdivisions in $K_{s, s}$ -free graphs with polynomial average degree

António Girão, Zach Hunter

In this paper we prove that for every $s \geq 2$ and every graph $H$ the following holds. Let $G$ be a graph with average degree $Ω_{H} (s^{C ∣ H ∣^{2}})$ , for some absolute constant $C > 0$ ,…

math.CO2023

On off-diagonal Ramsey numbers for vector spaces over $F_{2}$

Zach Hunter, Cosmin Pohoata

For every positive integer $d$ , we show that there must exist an absolute constant $c > 0$ such that the following holds: for any integer $n \geq c d^{7}$ and any red-blue coloring…

Induced subdivisions in Ks,s​-free graphs with polynomial average degree

On off-diagonal Ramsey numbers for vector spaces over F2​

Induced subdivisions in $K_{s, s}$ -free graphs with polynomial average degree

On off-diagonal Ramsey numbers for vector spaces over $F_{2}$