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Solving the coupled Riccati equation for the N-players LQ differential game

机译:求解N-Players LQ差别游戏的耦合Riccati方程

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A solution for the Differential Riccati Equation arises from the N-Players LQ differential game is presented. The game solution corresponds to a Nash-equilibrium point of this game. The approach is based on extending the state vector that allows to present the classical result (N Coupled Riccati Equations) as a single Extended Coupled Riccati Differential Equation that can be solved by standard methods. Thus the Nash equilibrium is found in an easier way. The effectiveness of the designed strategy is illustrated by two examples.
机译:从N-Players LQ差分游戏提出了一种差分Riccati方程的解决方案。游戏解决方案对应于该游戏的纳什均衡点。该方法基于扩展状态向量,该状态矢量允许将经典结果(n耦合的Riccati等式)作为单个扩展耦合的Riccati差分方程呈现,其可以通过标准方法解决。因此,以更容易的方式发现纳什均衡。设计策略的有效性由两个例子说明。

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