Module Checking

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چکیده

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Module Checking

In computer system design, we distinguish between closed and open systems. A closed system is a system whose behavior is completely determined by the state of the system. An open system is a system that interacts with its environment and whose behavior depends on this interaction. The ability of temporal logics to describe an ongoing interaction of a reactive program with its environment makes ...

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Module Checking Revisited

When we verify the correctness of an open system with respect to a desired requirement, we should take into consideration the different environments with which the system may interact. Each environment induces a different behavior of the system, and we want all these behaviors to satisfy the requirement. Module checking is an algorithmic method that checks, given an open system (modeled as a fi...

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Pushdown Module Checking

Model checking is a useful method to verify automatically the correctness of a system with respect to a desired behavior, by checking whether a mathematical model of the system satisfies a formal specification of this behavior. Many systems of interest are open, in the sense that their behavior depends on the interaction with their environment. The model checking problem for finite-state open s...

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Enriched µ-Calculi Module Checking

The model checking problem for open systems has been widely studied in the literature, for both finite–state (module checking) and infinite–state (pushdown module checking) systems, with respect to CTL and CTL. In this paper, we further investigate this problem with respect to the μ-calculus enriched with nominals and graded modalities (hybrid graded μ-calculus), in both the finite–state and in...

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A main distinction in system modeling is between closed systems, whose behavior is totally determined by the program, and open systems, which are systems where the program interacts with an external environment [HP85, Hoa85]. In order to check whether a closed system satisfies a required property, we translate the system into a formal model (such as a transition system), specify the property wi...

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ژورنال

عنوان ژورنال: Information and Computation

سال: 2001

ISSN: 0890-5401

DOI: 10.1006/inco.2000.2893