arXiv:2604.21030eess.SYcs.AI2026-04综述

系统梳理强化学习与模型预测控制在线性系统中的融合方法

A Systematic Review and Taxonomy of Reinforcement Learning-Model Predictive Control Integration for Linear Systems

论文配图:A Systematic Review and Taxonomy of Reinforcement Learning-Model Predictive Control Integration for Linear Systems
图 1 · 摘自论文原文
  • 按功能角色、算法类型等维度构建五维分类体系
  • 发现计算负担重、样本效率低是主要挑战
  • 适合控制领域研究者参考集成设计模式

强化学习(RL)与模型预测控制(MPC)的融合已成为处理约束决策与自适应控制的有前景范式。MPC具备结构化优化、显式约束处理与稳定工具,而RL则能在不确定性和模型失配下实现数据驱动适应与性能提升。尽管相关研究快速增加,文献仍分散,尤其针对基于线性或线性化预测模型的控制架构。本文对截至2025年发表的同行评审与正式索引文献进行了系统性综述,从RL功能角色、算法类别、MPC形式、代价函数结构和应用领域五个维度建立多维分类体系,并开展跨维度综合分析,识别出常见设计模式与维度间关联。综述揭示了方法趋势、常用集成策略及实际挑战,包括计算负担、样本效率、鲁棒性与闭环保证问题。成果为基于线性或线性化预测控制框架的RL-MPC架构设计与分析提供结构化参考。

原文摘要 · Abstract (English)

The integration of Model Predictive Control (MPC) and Reinforcement Learning (RL) has emerged as a promising paradigm for constrained decision-making and adaptive control. MPC offers structured optimization, explicit constraint handling, and established stability tools, whereas RL provides data-driven adaptation and performance improvement in the presence of uncertainty and model mismatch. Despite the rapid growth of research on RL--MPC integration, the literature remains fragmented, particularly for control architectures built on linear or linearized predictive models. This paper presents a comprehensive Systematic Literature Review (SLR) of RL--MPC integrations for linear and linearized systems, covering peer-reviewed and formally indexed studies published until 2025. The reviewed studies are organized through a multi-dimensional taxonomy covering RL functional roles, RL algorithm classes, MPC formulations, cost-function structures, and application domains. In addition, a cross-dimensional synthesis is conducted to identify recurring design patterns and reported associations among these dimensions within the reviewed corpus. The review highlights methodological trends, commonly adopted integration strategies, and recurring practical challenges, including computational burden, sample efficiency, robustness, and closed-loop guarantees. The resulting synthesis provides a structured reference for researchers and practitioners seeking to design or analyze RL--MPC architectures based on linear or linearized predictive control formulations.

强化学习模型预测控制系统综述线性系统

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