1 citations · 1 across the 2 of their papers we have counts for
2 papers
math.CO2015
Variations on Narrow Dots-and-Boxes and Dots-and-Triangles
Adam Jobson, Levi Sledd, Susan C. White +1
We verify a conjecture of Nowakowski and Ottaway that closed Dots-and-Triangles is a first-player win when . We also prove that in both the open and closed $…
math.CO2014★ 1 cited
An upper bound on the extremal version of Hajnal's triangle-free game
Csaba Biró, Paul Horn, D. Jacob Wildstrom
A game starts with the empty graph on vertices, and two player alternate adding edges to the graph. Only moves which do not create a triangle are valid. The game ends when a ma…