Andrew McDowell

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20132018

most citedNon-Vertex-Balanced Factors in Random Graphs

2 citations · 4 across the 2 of their papers we have counts for

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math.CO2018

Hamilton $ℓ$ -cycles in randomly-perturbed hypergraphs

Andrew McDowell, Richard Mycroft

We prove that for integers $2 \leq ℓ < k$ and a small constant $c$ , if a $k$ -uniform hypergraph with linear minimum codegree is randomly `perturbed' by changing non-edges to edg…

math.CO2013★ 2 cited

Non-Vertex-Balanced Factors in Random Graphs

Stefanie Gerke, Andrew McDowell

We prove part of a conjecture by Johansson, Kahn and Vu \cite{JKV} regarding threshold functions for the existence of an $H$ -factor in a random graph \gnp. We prove that the conjec…

Hamilton ℓ-cycles in randomly-perturbed hypergraphs

Non-Vertex-Balanced Factors in Random Graphs

Hamilton $ℓ$ -cycles in randomly-perturbed hypergraphs