Joseph Hyde

Dr. Joseph Hyde is a Research Fellow in the Department of Mathematics at King’s College London, supervised by Matthew Jenssen. He holds a Research Associate position within the Probability research group. Previously, he was a Post-Doctoral Fellow at the University of Victoria (2022–2024) under Jonathan Noel, Natasha Morrison, and Bruce Reed, and a Research Assistant at the University of Warwick (2021–2022) with Hong Liu and Oleg Pikhurko.

His research focuses on Extremal Combinatorics, Graph Theory, Ramsey Theory, and Combinatorial Number Theory. Notable contributions include resolving the 0-statement of Kohayakawa and Kreuter’s conjecture in random Ramsey theory, and work on spanning trees in pseudorandom graphs and clique subdivisions.

Publications highlight interdisciplinary approaches in combinatorics and graph theory, often blending probabilistic methods with structural analysis. His work has been published in peer-reviewed journals and is available on his personal website.