Tom Kelly

activity

20222024

most citedLarge-Scale Auto-Regressive Modeling Of Street Networks

3 citations · 5 across the 3 of their papers we have counts for

collaborators

3 papers

math.CO2024

Thresholds for $(n, q, 2)$ -Steiner Systems via Refined Absorption

Michelle Delcourt, Tom Kelly, Luke Postle

We prove that if $p \geq n^{- (q - 6) /2}$ , then asymptotically almost surely the binomial random $q$ -uniform hypergraph $G^{(q)} (n, p)$ contains an $(n, q, 2)$ -Steiner system, provided $…

math.CO2023★ 2 cited

Subsquares in random Latin squares and rectangles

Alexander Divoux, Tom Kelly, Camille Kennedy +1

A $k \times n$ partial Latin rectangle is \textit{ $C$ -sparse} if the number of nonempty entries in each row and column is at most $C$ and each symbol is used at most $C$ times. We…

cs.LG2022★ 3 cited

Large-Scale Auto-Regressive Modeling Of Street Networks

Michael Birsak, Tom Kelly, Wamiq Para +1

We present a novel generative method for the creation of city-scale road layouts. While the output of recent methods is limited in both size of the covered area and diversity, our…

Thresholds for (n,q,2)-Steiner Systems via Refined Absorption

Subsquares in random Latin squares and rectangles

Large-Scale Auto-Regressive Modeling Of Street Networks

Thresholds for $(n, q, 2)$ -Steiner Systems via Refined Absorption