Nov 12, 2007 · Pure Pattern Type Systems (P2TS) combine in a unified setting the frameworks and capabilities of rewriting and λ-calculus.
We prove that the encoding is correct with respect to reductions and typing, and we conclude with the strong normalisation of simply-typed P2TS terms. The ...
Strong normalization, an essential property for logical soundness, had only been conjectured so far: in this paper, we give a positive answer for the simply- ...
Missing: normalisation | Show results with:normalisation
We prove that the encoding is correct with respect to reductions and typing, and we conclude with the strong normalisation of simply-typed P ² TS terms. The ...
We prove that the encoding is correct with respect to reductions and typing, and we conclude with the strong normalisation of simply-typedP2TSterms. The strong ...
Strong Normalization in two Pure Pattern Type Systems · Benjamin WackC. Houtmann. Computer Science. 2008. TLDR. A positive answer is given for the simply-typed ...
Dec 8, 2018 · There are some proofs around to prove the strong normalization of the calculus of constructions (ie that all type systems in the lambda cube are strongly ...
May 30, 2021 · Is there some simple criterion to determine when a pure type system is consistent? I don't expect such a criterion to be both sound and complete though.
Missing: Pattern | Show results with:Pattern
We prove the strong normalisation for any PTS, provided the existence of a certain A-set. At(s) for every sorts of the system. The properties verified by the ...
Pure Pattern Type Systems (P 2 TS) combine in a unified setting the capabilities of rewriting and λ-calculus. Their type systems, adapted from Barendregt's ...
Missing: normalisation two