Polynomial algorithms to check opacity in discrete event systems

Bo Zhang, Shaolong Shu, F. Lin
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引用次数: 16

Abstract

Because of its importance, opacity has been investigated in the literature. Recently, we propose general definitions of strong opacity and weak opacity that capture other properties such as secrecy, anonymity, observability, diagnosability, and detectability as special cases of opacity. In this paper, we investigate the problem of checking opacity. By using a detector rather than an observer, we show that weak opacity can be determined in polynomial complexity by providing an algorithm of polynomial complexity to check weak opacity. The results and algorithm are illustrated by examples.
检验离散事件系统不透明度的多项式算法
由于其重要性,文献中对不透明度进行了研究。最近,我们提出了强不透明和弱不透明的一般定义,将其他属性如保密性、匿名性、可观察性、可诊断性和可检测性作为不透明的特殊情况。在本文中,我们研究了检查不透明度的问题。通过使用检测器而不是观测器,我们提供了一种多项式复杂度的算法来检测弱不透明度,从而证明弱不透明度可以在多项式复杂度下确定。算例说明了结果和算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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