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Model predictive control for perturbed max-plus-linear systems: a stochastic approach

机译:最大加线性系统的模型预测控制:一种随机方法

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Model predictive control (MPC) is a popular controller design technique in the process industry. Conventional MPC uses linear or non-linear discrete-time models. Recently, we have extended MPC to a class of discrete event systems that can be described by a model that is 'linear' in the (max, +) algebra. In our previous work we have only considered MPC for the perturbations-free case and for the case with bounded noise and/or modelling errors. In this paper we extend these results on MPC for max-plus-linear systems to a stochastic setting. We show that under quite general conditions the resulting optimization problems turn out to be convex and can thus be solved very efficiently. [References: 25]
机译:模型预测控制(MPC)是过程工业中流行的控制器设计技术。传统的MPC使用线性或非线性离散时间模型。最近,我们将MPC扩展到一类离散事件系统,可以用(max,+)代数中“线性”的模型来描述。在我们以前的工作中,我们仅考虑MPC用于无扰动情况以及具有有限噪声和/或建模误差的情况。在本文中,我们将在MPC上将最大加线性系统的结果扩展为随机设置。我们表明,在相当普遍的条件下,所产生的优化问题原来是凸的,因此可以非常有效地解决。 [参考:25]

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