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Axiomatic Temporal Logic Programs Verification

机译:公理时间逻辑计划验证

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摘要

In this paper, we investigate the axiomatic system of Modeling Simulation and Verification Language (MSVL). To this end, a set of state axioms and state inference rules is given. They are useful to deduce a program into its normal form. Further, a propositional projection temporal logic is used as assertion language to describe the required property of a program. Moreover, to deduce a program over an interval, a set of rules in terms of triple like Hoare logic is formalized. These rules enable us to deduce a program in its normal form at the current state to the next one and to verify safety, liveness properties over an interval.
机译:在本文中,我们研究了建模仿真和验证语言(MSVL)的公理系统。为此,给出了一组状态公理和状态推断规则。它们有助于将计划推向正常形式。此外,命题投影时间逻辑用作断言语言来描述程序所需属性。此外,要在间隔内推导一个程序,就像Hoare逻辑一样的三重规则正式化。这些规则使我们能够在当前状态下以其正常形式推导一个程序,并验证间隔内的安全性,活动属性。

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