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Observability and Optimal Control Problems of Stochastic Switched Systems Based on Non-Cooperative Dynamic Games

机译:基于非合作动态博弈的随机切换系统的可观测性和最优控制问题

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This article studies the observability and optimal control problems of stochastic switched systems which is based on a non cooperative dynamic game theory involving one leader and multiple followers. Through the application of operators, duality of the system and the characteristics of the forward-backward stochastic differential equations (FBSDE), four equivalent observability criterions for the dual system of the modeled system are given. Meanwhile, it is proved that an optimization problem of the adjoint backward stochastic differential equation (BSDE) is equivalent to a norm optimal problem.
机译:本文基于一个包含一个领导者和多个跟随者的非合作动态博弈理论,研究了随机切换系统的可观测性和最优控制问题。通过算子的应用,系统的对偶性和前向-后向随机微分方程(FBSDE)的特性,为建模系统的对偶系统给出了四个等效的可观测性准则。同时,证明了伴随倒向随机微分方程(BSDE)的优化问题等同于范数最优问题。

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