2012
DOI: 10.1007/978-3-642-27940-9_12
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Model Checking Information Flow in Reactive Systems

Abstract: Most analysis methods for information flow properties do not consider temporal restrictions. In practice, however, such properties rarely occur statically, but have to consider constraints such as when and under which conditions a variable has to be kept secret. In this paper, we propose a natural integration of information flow properties into linear-time temporal logics (LTL). We add a new modal operator, the hide operator, expressing that the observable behavior of a system is independent of the valuations … Show more

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Cited by 54 publications
(52 citation statements)
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“…While several verification techniques for hyperproperties exists [5,31,38,42], the literature was missing general approaches to quantitative information-flow control. SecLTL [25] was introduced as first general approach to model check (quantitative) hyperproperties, before HyperLTL [18], and its corresponding model checker [26], was introduced as a temporal logic for hyperproperties, which subsumes the previous approaches.…”
Section: Related Workmentioning
confidence: 99%
“…While several verification techniques for hyperproperties exists [5,31,38,42], the literature was missing general approaches to quantitative information-flow control. SecLTL [25] was introduced as first general approach to model check (quantitative) hyperproperties, before HyperLTL [18], and its corresponding model checker [26], was introduced as a temporal logic for hyperproperties, which subsumes the previous approaches.…”
Section: Related Workmentioning
confidence: 99%
“…Recently, the "when" aspect of declassification has been included as first-class citizen in customized temporal logics [6,9], which can express aspects of our desired properties, e.g., "unless/until he becomes an author". Their work is focused on efficiently model-checking finite systems, whereas we are interested in verifying an infinite system.…”
Section: Relevant Literaturementioning
confidence: 99%
“…However, several model checking approaches, which were recently proposed [24,25], define fragments of logics for which verification is feasible. An interesting future direction would be to devise fragments of L KPLTL for which model checking has low complexity.…”
Section: Temporal Epistemic Logic With Pastmentioning
confidence: 99%