Abstract. We construct a faithful interpretation of Lukasiewicz's logic in product logic. (both propositional and predicate). Using known facts it follows ...
Abstract. We construct a faithful interpretation of Łukasiewicz's logic in product logic (both propositional and predicate). Using known facts it follows that ...
Abstract: We construct a faithful interpretation of Łukasiewicz's logic in product logic (both propositional and predicate). Using known facts it follows ...
Matthias Baaz, Petr Hájek, David Švejda - & - Jan Krajíček - PhilPapers
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Embedding logics into product logic · Matthias Baaz, Petr Hájek, David Švejda ... We show that Gödel's logic is a sublogic of this extended product logic.
It is shown that global modal Lukasiewicz and Product logics are not recursively axiomatizable and a large family of these modal logics that are undecidable ...
A of Baaz [1]. We show that Gödel's logic is a sublogic of this extended product logic. We also prove NP-completeness of the set of propositional formulas ...
Author(s), Baaz M., Hájek P., Krajiecek J. and Svejda D. ; Title, "Embedding Logics into Product Logic" ; Date, 1998 ; Journal, Studia Logica ; Volume, 61(1).
Sep 20, 2019 · An oft-cited result about intuitionistic logic is that Proposition 1. Classical logic can be embedded into intuitionistic logic.
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This book presents an up-to-date, unified treatment of research in bounded arithmetic and complexity of propositional logic, with emphasis on independence ...
Sep 16, 2010 · In a shallow embedding logical formulas are written directly in the logic of the theorem prover, whereas in a deep embedding logical formulas are represented ...