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arXiv 2501.08063cs.LO
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超性质的逻辑与算法

Logics and Algorithms for Hyperproperties

Bernd Finkbeiner

AI总结:

本文针对需分析多执行路径关系的超性质系统需求,梳理了近十年用于超性质规约的各类逻辑,以及可满足性检查、模型检验等相关算法的研究现状。

摘要:

与信息流、知识和鲁棒性等概念相关的系统需求无法依据单条系统执行路径判定,而需要分析多条执行路径之间的关系。这类需求属于超性质(hyperproperties)范畴,它将经典的迹性质推广为迹集合的性质。过去十年间,研究人员提出了一系列新的规约逻辑,旨在为超性质推理提供统一理论。本文概述了当前用于超性质规约的逻辑体系,以及可满足性检查、模型检验、运行时监控和综合相关的算法研究现状。

英文摘要:

System requirements related to concepts like information flow, knowledge, and robustness cannot be judged in terms of individual system executions, but rather require an analysis of the relationship between multiple executions. Such requirements belong to the class of hyperproperties, which generalize classic trace properties to properties of sets of traces. During the past decade, a range of new specification logics has been introduced with the goal of providing a unified theory for reasoning about hyperproperties. This paper gives an overview on the current landscape of logics for the specification of hyperproperties and on algorithms for satisfiability checking, model checking, monitoring, and synthesis.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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