Most classical results in computability theory focus on the so-called extensional properties of programs, i.e., on the properties of the partial functions they compute. Notably, the renowned Rice's Theorem [25] states that any nontrivial extensional property of programs is undecidable.
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It turns out that for this class of abstract program semantics, any nontrivial abstract property is undecidable and every decidable overapproximation ...
Sep 8, 2024 · We prove the key recursive properties of the class of programs for which an abstract interpreter is partially complete with a given bound of ...
Jul 2, 2021 · Abstract. Classical results in computability theory, notably Rice's theorem, focus on the extensional content of programs, namely, on the ...
Classical results in computability theory, notably Rice's theorem, focus on the extensional content of programs, namely, on the partial recursive functions ...
In computability theory, Rice's theorem states that all non-trivial semantic properties of programs are undecidable.
Classical results in computability theory, notably Rice's theorem, focus on the extensional content of programs, namely, on the partial recursive functions ...
TL;DR: In this article, a class of abstract program semantics based on abstract domains of program properties that are able to capture nonextensional ...
A Rice's Theorem for Abstract Semantics. Paolo Baldan, Francesco Ranzato, Linpeng Zhang. January, 2021. Cite DOI URL. Type. Conference paper. Publication. 48th ...
Duration: 24:09
Posted: Jul 16, 2021
Posted: Jul 16, 2021