论文标题
首先移动并变得无与伦比：不同的TIC-TAC-TOE的策略研究
Move first, and become unbeatable: Strategy study of different Tic-tac-toe
论文作者
论文摘要
组合游戏理论的主要挑战是处理组合混乱，如果一个玩家比对手更好地了解该策略，那么他就能确定游戏的确切结果。如果两个玩家都是合格的竞争对手，则结果通常取决于他们轮流时的顺序，但是，这可能不会由玩家随便确定。因此，这项研究研究了不同种类的TIC-TAC-TOE，假设玩家始终首先移动，试图在不同类型的TIC-TAC-TOE中找出第一个玩家的获胜或无与伦比的策略。它的标题为“首先移动，变得无与伦比”，这也反映了生活中的哲学。
The main challenge of combinatorial game theory is to handle combinatorial chaos, if one player knows the strategy better than his opponent, he is able to determine the exact results of a game. If both players are qualified competitor, the result usually depends on the order when they take turns, which however, may not be determined by a player casually. So, this research studied different kinds of tic-tac-toe, assuming that a player always moves first, tried to figure out the winning or unbeatable strategy for the first player in different kinds of tic-tac-toe. It is titled "Move first, and become unbeatable", which also reflects the philosophy in life.
