论文标题
在避免三角形游戏中偷窃策略
Strategy Stealing in Triangle Avoidance Games
论文作者
论文摘要
在$ n-sim $的游戏中，两个玩家依次从$ n $顶点上获得无人认领的边缘，而第一个在自己的边缘创建三角形的人是失败者。我们提出了一些策略策略论点，这些论点表明某些职位是第二名球员的胜利。这些是以错误游戏而闻名的唯一策略策略论点之一。
In the game of $n-Sim$, two players take it in turn to claim unclaimed edges from a complete graph on $n$ vertices, with the first person to create a triangle in his own edges being the loser. We present some strategy-stealing arguments that show that certain positions are wins for the second player. These are among the only strategy-stealing arguments that are known for misère games.
