具有最终完美监控的无限对策的确定性
The determinacy of infinite games with eventual perfect monitoring
摘要：
n个无限两人零和对策，博雷尔获胜集，其中对手的行动最终被监视，但不一定立即后，他们发挥，是确定的。证明依赖于一个表示的游戏作为一个随机对策与完美的信息，其中的机会作为一个代表的球员和执行随机化，为他们，和马丁定理的确定性，这样的游戏。
英文摘要：
n infinite two-player zero-sum game with a Borel winning set, in which the opponent's actions are monitored eventually but not necessarily immediately after they are played, is determined. The proof relies on a representation of the game as a stochastic game with perfect information, in which Chance operates as a delegate for the players and performs the randomizations for them, and on Martin's Theorem about the determinacy of such games.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
