Automatic validation of infinite real-time systems

Thomas Göthel, S. Glesner
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引用次数: 2

Abstract

In safety-critical areas, complete and machine-assisted verification techniques for infinite real-time systems are required to ensure their correctness in all cases and to cope with their complexity. Previously, we presented a theorem prover-based comprehensive and compositional verification approach using the Timed CSP process calculus to model and verify possibly infinite real-time systems. However, it lacks support for employing automatic verification approaches to validate finite sub-processes of the overall system model. This mainly comes from insufficient automatic verification support for finite Timed CSP processes. In this paper, we present a real-time logic and a transformation of the Timed CSP process calculus to UPPAAL timed automata. We discuss their integration into our comprehensive verification approach as part of a prior validation phase. This is crucial because the effort for interactive verification in the theorem prover is thereby reduced considerably. By this, we provide a comprehensive machine-assisted verification approach without losing the benefits of automatic verification.
无限实时系统的自动验证
在安全关键领域,需要无限实时系统的完整和机器辅助验证技术,以确保其在所有情况下的正确性并应对其复杂性。之前,我们提出了一种基于定理证明的综合组合验证方法,使用定时CSP过程演算来建模和验证可能无限的实时系统。然而,它缺乏对采用自动验证方法来验证整个系统模型的有限子过程的支持。这主要是因为有限时间CSP进程的自动验证支持不足。本文给出了一种实时逻辑,并将定时CSP过程演算转化为UPPAAL时间自动机。我们讨论将它们集成到我们的综合验证方法中,作为先前验证阶段的一部分。这是至关重要的,因为在定理证明中进行交互验证的工作量因此大大减少。通过这种方式,我们提供了一种全面的机器辅助验证方法,而不会失去自动验证的好处。
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