16 citations · 18 across the 5 of their papers we have counts for
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math.CO2021★ 16 cited
Ramsey numbers of cycles versus general graphs
John Haslegrave, Joseph Hyde, Jaehoon Kim +1
The Ramsey number is the minimum number such that any -vertex graph either contains a copy of or its complement contains . Burr in 1981 proved a pleasingly g…
math.CO2021
Towards the 0-statement of the Kohayakawa-Kreuter conjecture
Joseph Hyde
In this paper, we study asymmetric Ramsey properties of the random graph . Let and be graphs. We write $G_{n,p} \to (H_1, \ldots, H_r…
math.CO2021
On deficiency problems for graphs
Andrea Freschi, Joseph Hyde, Andrew Treglown
Motivated by analogous questions in the setting of Steiner triple systems and Latin squares, Nenadov, Sudakov and Wagner [Completion and deficiency problems, Journal of Combinatori…