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The problem of determining the weak (periodic) detectability of discrete event systems is PSPACE-complete

机译:确定离散事件系统的弱(周期性)可检测性的问题是pspace-complete

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摘要

In Shu and Lin, 2011, exponential time (actually polynomial space) algorithms for determining the weak detectability and weak periodic detectability of nondeterministic discrete event systems (DESs) are designed. In this paper, we prove that the problems of determining the weak detectability and weak periodic detectability of deterministic DESs are both PSPACE-hard (hence PSPACE-complete). Then as corollaries, the problems of determining the weak detectability and weak periodic detectability of nondeterministic DESs are also PSPACE-hard (hence PSPACE-complete). (C) 2017 Elsevier Ltd. All rights reserved.
机译:在舒和林,2011年,设计了用于确定非测定的离散事件系统(DESS)的弱检测性和弱定期检测性的指数时间(实际上多项式空间)算法。 在本文中,我们证明了确定确定性DES的弱检测性和弱定期可检测性的问题既是PSPACE-HARD(因此PSPACE-COMPLED)都是PSPACE-HARD(因此)。 然后作为冠状体,确定非测定性DES的弱检测性和弱定期可检测性的问题也是PSPACE-HARD(因此PSPACE-COMPLED)。 (c)2017 Elsevier Ltd.保留所有权利。

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