Article ID Journal Published Year Pages File Type
432608 Journal of Logical and Algebraic Methods in Programming 2016 23 Pages PDF
Abstract

KK is a formal framework for defining operational semantics of programming languages. The KK-Maude compiler translates KK language definitions to Maude rewrite theories. The compiler enables program execution by using the Maude rewrite engine with the compiled definitions, and program analysis by using various Maude analysis tools. KK supports symbolic execution in Maude by means of an automatic transformation of language definitions. The transformed definition is called the symbolic extension   of the original definition. In this paper we investigate the theoretical relationship between KK language definitions and their Maude translations, between symbolic extensions of KK definitions and their Maude translations, and how the relationship between KK definitions and their symbolic extensions is reflected on their respective representations in Maude. In particular, the results show how analysis performed with Maude tools can be formally lifted up to the original language definitions.

Related Topics
Physical Sciences and Engineering Computer Science Computational Theory and Mathematics
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