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Embedding programming languages in theorem provers

机译:嵌入定理普通的编程语言

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The theory of programming languages is one of the core areas of computer sicence offering a wealth of models and methods. Yet the complexity of most real programming languages means that a complete formalization of their semantics is only on limited use unless it is supported by mechanical means for reasoning about the formalization. This line of research started in earnest with the seminal paper by Gordon [1] who defined the semantics of a simple while-language in the HOL system and derived Hoare logic from the semantics. Since then, and ever growing number of more and more sophisticated programming languages have been embedded in theorem provers.
机译:编程语言理论是计算机思科的核心区域之一,提供了丰富的模型和方法。然而,大多数真实编程语言的复杂性意味着他们的语义的完整形式化仅适用于有限的使用,除非它得到了机械手段的支持,以推理正规化。这一研究系列在戈登[1]中始终是戈登的精英纸,他们在HOL系统中定义了一个简单的镜头语言的语义,并从语义上派生了HOARE逻辑。从那时起,在定理普遍存在中嵌入了越来越多的更复杂的编程语言。

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