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control theory

全局随机最大值原理

Global Stochastic Maximum Principle

A fundamental theorem in stochastic control theory that provides necessary optimality conditions for stochastic optimal control problems. It generalizes the classical Pontryagin's maximum principle to stochastic systems, often incorporating specific features such as regime-switching dynamics and time-varying delays. / 随机控制理论中的一个基本定理,为随机最优控制问题提供必要的最优性条件。它将经典的庞特里亚金最大值原理推广到随机系统,通常包含特定特征,如状态切换动力学和时变延迟。

Knowledge type
数学理论
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Turkey Farm member
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农场主
Last updated
2026-11-04 21:06:22
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Main parameters and performance indicators

regime-switching systems: systems with state-dependent switchingtime-varying delay: delays that change over timenon-convex control domains: control sets that are not convex

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Global stochastic maximum principle of regime-switching systems with time-varying delay under non-convex control domainsOpen source

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automated knowledge publish农场主2026-11-04 21:06:22

Record title: Global Stochastic Maximum Principle.