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Uncoupling Isaacs equations in two-player nonzero-sum differential games. Parental conflict over care as an example

机译:两人非零和微分游戏中的Isaacs方程解耦。父母在照料方面的冲突为例

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摘要

We consider a two-player nonzero-sum differential game in mixed strategies between two players who have, at each instant of time, two pure strategies to mix between. The search for a Nash equilibrium in state feedback leads to a pair of uncoupled first order PDEs. We give an example in Behavioral Ecology.
机译:我们在两个玩家之间的混合策略中考虑了两个玩家的非零和微分博弈,而每个玩家在每个时刻都有两个纯策略混合在一起。在状态反馈中寻找Nash平衡会导致一对未耦合的一阶PDE。我们举一个行为生态学的例子。

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