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Decentralized Supervisory Control of Discrete Event Systems: An Arborescent Architecture to Realize Inference-Based Control

机译:离散事件系统的分散监督控制:实现基于推理的控制的树状体系结构

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摘要

The two simplest language-based decentralized controls of discrete event systems are called conjunctive and permissive (C&P) and disjunctive and antipermissive (D&A) controls. On the other side, inference-based control is the most general language-based decentralized control. In this paper, we propose a decentralized control method, called arborescent control, which constructs and uses a tree-like control architecture that depends on the control objective. Each node$n$of the tree is a disjunction or conjunction of the enabling/disabling decisions of the two children of$n$. We show that if inference-based control is applicable to the control objective, then every leaf of the obtained tree is a C&P or D&A control. This means that by combining adequately C&P and D&A controls, we can realize every control objective that is realizable by inference-based control.
机译:离散事件系统的两种最简单的基于语言的分散控制分别称为合取和允许(C&P)以及合取和反允许(D&A)控件。另一方面,基于推理的控制是最通用的基于语言的分散控制。在本文中,我们提出了一种分散控制方法,称为树状控制,该方法构造并使用取决于控制目标的树状控制体系结构。每个节点 n <内联公式xmlns:mml = “ http://www.w3.org/1998/Math/MathML ” xmlns:xlink = “ http://www.w3.org/1999/xlink树的“> $ n $ n是两个子项的启用/禁用决定的分离或结合。 n <内联式xmlns:mml = “ http://www.w3.org/1998/Math/MathML ” xmlns:xlink = “ http://www.w3.org/1999/xlink ” > $ n $ n。我们表明,如果基于推理的控制适用于控制目标,则所获得树的每个叶子都是C&P或D&A控件。这意味着通过充分结合C&P和D&A控件,我们可以实现可通过基于推理的控件实现的每个控件目标。

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