The quantum Bertrand duopoly game is studied in this work via spatial numerical simulation. It is found that the implemented simulation converges to the Pareto optimal solution if the prices are strongly entangled, even if such a solution is not in Nash equilibrium.

中文翻译：

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量子Bertrand双寡头博弈的空间模拟。

通过空间数值模拟，研究了量子Bertrand双寡头博弈。我们发现，如果价格纠缠在一起，即使这种解决方案不在纳什均衡中，所实现的仿真也会收敛到帕累托最优解。