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Infinite time linear quadratic differential games for discrete-time singular systems

机译:离散时间奇异系统的无限时间线性二次微分对策

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This paper deals with the problem of infinite time linear quadratic differential games for discrete-time singular systems, including nonzero-sum case and zero-sum case. Considering the admissibility of discrete-time singular systems, two sufficient conditions about the differential games are obtained, which provide the optimal strategies and the optimal cost functions via some coupled equations and inequations. Finally, an numerical example is given to illustrate the effectiveness of the results.
机译:本文研究了离散时间奇异系统的无限时间线性二次微分对策问题,包括非零和情况和零和情况。考虑离散时间奇异系统的可容许性,获得了关于差分博弈的两个充分条件,它们通过一些耦合方程和不等式提供了最优策略和最优成本函数。最后,给出一个数值例子来说明结果的有效性。

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