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Checking the consistency of Object-Z formal specification based on theorem proof

机译:基于定理证明检查对象-Z正式规范的一致性

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A software formal specification is useful if and only if it is consistent or non-conflictive. However, checking the correctness or consistency of a formal specification is a difficult task. This paper proposes a method to prove its consistency or correctness by generating relevant theorem proofs. Checking the correctness and consistency of Object-Z formal specification is the main goal, which can make the specifier to get confident. Because Object-Z has inheritance property, this paper discusses it from different aspects, and focuses on the reuse of theorem proof. Finally, theorem prover Z/EVES is used to analyze and verify the Object-Z theorem proofs (semi-)automatically.
机译:如果且仅当它是一致或非冲突的,则软件正式规范非常有用。但是,检查正式规格的正确性或一致性是一项艰巨的任务。本文提出了一种通过产生相关定理证据来证明其一致性或正确性的方法。检查Object-Z形式规范的正确性和一致性是主要目标,可以使说明符自信。由于对象-Z具有继承属性,因此本文从不同方面讨论了它,并专注于定理证明的重用。最后,定理箴言z / EVES用于自动分析和验证对象-Z定理证明(半)。

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