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  1. The Inference Pattern Mou in Mohist Logic: A Monotonicity Reasoning View.Zhiqiang Sun & Fenrong Liu - 2020 - Roczniki Filozoficzne 68 (4):257-270.
    Schemat wnioskowania mou w logice mohistycznej Biorąc za punkt wyjścia monotoniczność rozumowania, artykuł przedstawia systematyczny sposób interpretacji schematu wnioskowania mou w tekstach mohistycznych. Wzięliśmy pod uwagę zarówno perspektywę logiczną. jak i lingwistyczną, zwracając szczególną uwagę na specyfikę klasycznego języka chińskiego, rolę kontekstu i uwzględniając wszelkie możliwe wskazówki pochodzące ze źródłowych tekstów. Poprzez zastosowania reguł monotoniczności sformułowaliśmy jednolitą odpowiedź na pytanie, dlaczego shi er ran są uznawane za rozumowania poprawne, a shi er buran przeciwnie — uznawane są za kontrprzykłady.
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  • Fragments of language.Ian Pratt-Hartmann - 2004 - Journal of Logic, Language and Information 13 (2):207-223.
    By a fragment of a natural language we mean a subset of thatlanguage equipped with semantics which translate its sentences intosome formal system such as first-order logic. The familiar conceptsof satisfiability and entailment can be defined for anysuch fragment in a natural way. The question therefore arises, for anygiven fragment of a natural language, as to the computational complexityof determining satisfiability and entailment within that fragment. Wepresent a series of fragments of English for which the satisfiabilityproblem is polynomial, NP-complete, EXPTIME-complete,NEXPTIME-complete (...)
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  • A two-variable fragment of English.Ian Pratt-Hartmann - 2003 - Journal of Logic, Language and Information 12 (1):13-45.
    Controlled languages are regimented fragments of natural languagedesigned to make the processing of natural language more efficient andreliable. This paper defines a controlled language, E2V, whose principalgrammatical resources include determiners, relative clauses, reflexivesand pronouns. We provide a formal syntax and semantics for E2V, in whichanaphoric ambiguities are resolved in a linguistically natural way. Weshow that the expressive power of E2V is equal to that of thetwo-variable fragment of first-order logic. It follows that the problemof determining the satisfiability of a set (...)
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  • Inclusion and Exclusion in Natural Language.Thomas F. Icard - 2012 - Studia Logica 100 (4):705-725.
    We present a formal system for reasoning about inclusion and exclusion in natural language, following work by MacCartney and Manning. In particular, we show that an extension of the Monotonicity Calculus, augmented by six new type markings, is sufficient to derive novel inferences beyond monotonicity reasoning, and moreover gives rise to an interesting logic of its own. We prove soundness of the resulting calculus and discuss further logical and linguistic issues, including a new connection to the classes of weak, strong, (...)
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  • Key notions of Tarski's methodology of deductive systems.Janusz Czelakowski & Grzegorz Malinowski - 1985 - Studia Logica 44 (4):321 - 351.
    The aim of the article is to outline the historical background and the present state of the methodology of deductive systems invented by Alfred Tarski in the thirties. Key notions of Tarski's methodology are presented and discussed through, the recent development of the original concepts and ideas.
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  • A note on existential import.Michael Böttner - 1988 - Studia Logica 47 (1):35 - 40.
    It is shown that a linguistically well-motivated semantical analysis of certain extensions of categorical sentences is compatible with a semantics that fulfils the so-called existential import condition, but is not compatible with a semantics that does not fulfil this condition.
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  • The completeness of a predicate-functor logic.John Bacon - 1985 - Journal of Symbolic Logic 50 (4):903-926.