4 citations · 11 across the 9 of their papers we have counts for
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math.CO2023
Tukey morphisms between finite relations
Rhett Barton, Samuel Coskey, Paul Ellis
We investigate Tukey morphisms between binary relations, establishing several fundamental lemmas. We then specialize to finite binary relations, using computational methods to clas…
math.CO2022
The Arithmetic-Periodicity of \textsc{cut} for
Paul Ellis, Thotsaporn Aek Thanatipanonda
\textsc{cut} is a class of partition games played on a finite number of finite piles of tokens. Each version of \textsc{cut} is specified by a cut-set $\mathcal{C}\subseteq\mathbb{…
math.CO2019
Reducing the dichromatic number via cycle reversions in infinite digraphs
Paul Ellis, Attila Joó, Dániel T. Soukup
We prove the following conjecture of S. Thomassé: for every (potentially infinite) digraph it is possible to iteratively reverse directed cycles in such a way that the dichro…