The quantum war of attrition game is studied in this work via spatial numerical simulation. It is found that the implemented simulation converges to the Pareto optimal solution, i.e. no fighting at all, when the resign times of the players are entangled with higher factor, whereas larger resign times would be got with weak entanglement. This finding is shown to apply also in a fiercer war game, the war of extermination, in which game the non-entangled (or classical) simulation leads to very high resign times and consequently to very high negative payoffs.

中文翻译：

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耗子游戏量子战争的元胞自动机模拟

通过空间数值模拟，研究了损耗游戏的量子战争。研究发现，当玩家的辞职时间被较高的因子纠缠时，所实现的仿真收敛于帕累托最优解，即完全不打架，而纠缠程度较弱的情况下获得的辞职时间更大。该发现还显示出适用于更激烈的战争游戏，即灭绝战争，在该游戏中，非纠缠（或经典）模拟导致非常高的辞职时间，并因此导致非常高的负收益。