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On the Stabilizing Solution of Periodic Riccati Differential Equations Related to a Class of Stochastic Linear Quadratic Differential Game

机译:与一类随机线性二次微分方程有关的周期Riccati微分方程的稳定解

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We consider a two players linear quadratic differential game associated to a positive θ-periodic dynamical system with jump Markov perturbations. We introduce the concept of stabilizing solution and strong stabilizing solution of the associated system of coupled matrix Riccati differential equations and we will point out the relation between these kinds of solutions. Moreover, we provide a set of conditions which guarantee the existence of strong stabilizing and θ-periodic solution (stabilizing and θ-periodic solution, respectively) of the considered set of coupled matrix Riccati differential equations.
机译:我们考虑与跳跃马尔可夫扰动相关的具有正θ周期动力系统的两个参与者线性二次微分博弈。介绍了耦合矩阵Riccati微分方程关联系统的稳定解和强稳定解的概念,并指出了这些解之间的关系。此外,我们提供了一组条件,这些条件保证了已考虑的耦合矩阵Riccati微分方程组的强稳定和θ周期解(分别为稳定和θ周期解)。

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