We prove that positive recursive general quitting games, which are quitting games in which (a) each player has a single quitting action and possibly several continue actions, (b) the stage payoff as long as quitting does not occur is 0, and (c) the payoff when quitting occurs is non-negative, admit a sunspot \(\varepsilon \)-equilibrium, for every \(\varepsilon > 0\).

中文翻译：

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正递归一般退出博弈中的黑子平衡。

我们证明了正递归一般退出游戏，即那些退出游戏，其中（a）每个玩家都有一个退出操作，并且可能有多个继续操作，（b）只要不退出就可以获得阶段收益，并且（c ）退出时的回报是非负的，对于每个\（\ varepsilon> 0 \）都承认一个黑子\（\ varepsilon \）平衡。