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A Practical Approach for Maximally Permissive Liveness-Enforcing Supervision of Complex Resource Allocation Systems

机译:复杂资源分配系统中最大允许生命力监管的实用方法

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摘要

Past works towards the effective deployment of the maximally permissive liveness-enforcing supervisor (LES) for sequential resource allocation systems (RAS) have been stalled by: (i) the NP-Hardness of the computation of this policy for the majority of the considered RAS classes and (ii) the inability of the adopted more compact representations of the underlying RAS dynamics to provide an effective representation of the target policy for all RAS instantiations. This paper proposes a novel approach to the aforementioned problem, that can be perceived as a two-stage process: The first stage computes the maximally permissive LES by employing an automaton-based representation of the RAS behavior and techniques borrowed from the Ramadge & Wonham (R&W) Supervisory Control framework. The second stage seeks the development of a more compact representation for the dichotomy into admissible and inadmissible—or “safe” and “unsafe”—subspaces of the RAS state space, that is effected by the LES developed in the first stage. This compact representation is obtained by: (i) taking advantage of certain properties of the underlying subspaces and (ii) the employment of pertinent data structures. The resulting approach is also “complete,” i.e., it will return an effectively implementable LES for any given RAS instantiation. Numerical experimentation demonstrates the efficacy of the approach and establishes its ability to support the deployment of maximally permissive LES for RAS with very large structure and state spaces.
机译:过去为有效地为顺序资源分配系统(RAS)有效地部署最大允许生命力执行主管(LES)而进行的工作已因以下原因而停滞不前:(i)对于大多数考虑的RAS,计算该政策的NP-Hardness类;以及(ii)无法采用基础RAS动态的更紧凑的表示形式来为所有RAS实例提供目标策略的有效表示。本文针对上述问题提出了一种新颖的方法,可以将其视为两个阶段的过程:第一个阶段通过使用基于自动机的RAS行为表示法和从Ramadge&Wonham( R&W)监督控制框架。第二阶段寻求将二分法的更紧凑表示形式发展为RAS状态空间的可容许和不可容许(或“安全”和“不安全”)子空间,这由在第一阶段开发的LES所影响。通过以下方式获得这种紧凑的表示形式:(i)利用基础子空间的某些属性,以及(ii)使用相关的数据结构。所得的方法也是“完整的”,即,它将为任何给定的RAS实例返回有效实施的LES。数值实验证明了该方法的有效性,并建立了其支持具有极大结构和状态空间的RAS的最大允许LES部署的能力。

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