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  1. Remarks on the origin and foundations of formalisation.Srećko Kovač - 2020 - In Marcin Będkowski, Anna Brożek, Alicja Chybińska, Stepan Ivanyk & Dominik Traczykowski (eds.), Formal and Informal Methods in Philosophy. Boston: Brill | Rodopi. pp. 163-179..
    The Aristotelian origins of formal systems are outlined, together with Aristotle's use of causal terms in describing syllogisms. The precision and exactness of a formalism, based on the projection of logical forms into perceptive signs, is contrasted with foundational, abstract concepts, independent of any formalism, which are presupposed for the understanding of a formal language. The definition of a formal system by means of a Turing machine is put in the context of Wittgenstein's general considerations of a machine understood as (...)
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  • Propriedades Naturais e Mundos Possíveis.Renato Mendes Rocha - 2015 - Coleção XVI Encontro ANPOF.
    O objetivo geral da pesquisa da qual esse artigo faz parte é investigar o sistema metafísico que emerge dos trabalhos de David Lewis. Esse sistema pode ser decomposto em pelo menos duas teorias. A primeira nomeada como realismo modal genuíno (RMG) e a segunda como mosaico neo-humeano. O RMG é, sem dúvida, mais popular e defende a hipótese metafísica da existência de uma pluralidade de mundos possíveis. A principal razão em favor dessa hipótese é a sua aplicabilidade na discussão de (...)
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  • A modal theorem-preserving translation of a class of three-valued logics of incomplete information.D. Ciucci & D. Dubois - 2013 - Journal of Applied Non-Classical Logics 23 (4):321-352.
    There are several three-valued logical systems that form a scattered landscape, even if all reasonable connectives in three-valued logics can be derived from a few of them. Most papers on this subject neglect the issue of the relevance of such logics in relation with the intended meaning of the third truth-value. Here, we focus on the case where the third truth-value means unknown, as suggested by Kleene. Under such an understanding, we show that any truth-qualified formula in a large range (...)
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  • An expansion of first-order Belnap-Dunn logic.K. Sano & H. Omori - 2014 - Logic Journal of the IGPL 22 (3):458-481.
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  • Brief study of G'3 logic.Mauricio Osorio Galindo & José Luis Carballido Carranza - 2008 - Journal of Applied Non-Classical Logics 18 (4):475-499.
    We present a Hilbert-style axiomatization of a recently introduced logic, called G'3 G'3 is based on a 3-valued semantics. We prove a soundness and completeness theorem. The replacement theorem holds in G'3. As it has already been shown in previous work, G'3 can express some non-monotonic semantics. We prove that G'3can define the same class of functions as Lukasiewicz 3 valued logic. Moreover, we identify some normal forms for this logic.
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