PARACONSISTENT CONTRADICTION IN CONTEXT
Paraconsistent logics are said to domesticate contradictions: in such logics, expressions such as ? and ¬? do not trivialize the theory. In this sense, we are able to violate the Law of Non-Contradiction. The main problem with this kind of characterization concerns the fact that whenever expressions...
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oai:periodicos.ufrn.br:article-97302016-07-01T13:05:38Z PARACONSISTENT CONTRADICTION IN CONTEXT Arenhart, Jonas Rafael Becker Paraconsistent logics are said to domesticate contradictions: in such logics, expressions such as ? and ¬? do not trivialize the theory. In this sense, we are able to violate the Law of Non-Contradiction. The main problem with this kind of characterization concerns the fact that whenever expressions such as ? and ¬? are both true, they are no longer a contradiction, but at best a subcontrariety. So, perhaps the biggest challenge consists in explaining what is meant by a ‘paraconsistent contradiction’, that is, by a pair of expressions such as ? and ¬? when ‘¬’ is a paraconsistent negation. We suggest that there is a sensible sense in which such expressions may be understood, involving the introduction of distinct contexts from which ? and ¬? are uttered. In this sense, we can read those expressions as formalizing subcontrariety and provide for an intuitive meaning for ‘paraconsistent contradictions’. Portal de Periódicos Eletrônicos da UFRN 2016-06-30 info:eu-repo/semantics/article info:eu-repo/semantics/publishedVersion application/pdf https://periodicos.ufrn.br/saberes/article/view/9730 Saberes: Revista interdisciplinar de Filosofia e Educação; n. esp. (2016): Saberes: Filosofia e Educação - Filosofia, Lógica e Metafísica analítica - ???o???? II 1984-3879 por https://periodicos.ufrn.br/saberes/article/view/9730/6950 Copyright (c) 2016 Saberes: Revista interdisciplinar de Filosofia e Educação |
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Online |
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Arenhart, Jonas Rafael Becker |
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Arenhart, Jonas Rafael Becker PARACONSISTENT CONTRADICTION IN CONTEXT |
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Arenhart, Jonas Rafael Becker |
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Arenhart, Jonas Rafael Becker |
title |
PARACONSISTENT CONTRADICTION IN CONTEXT |
title_short |
PARACONSISTENT CONTRADICTION IN CONTEXT |
title_full |
PARACONSISTENT CONTRADICTION IN CONTEXT |
title_fullStr |
PARACONSISTENT CONTRADICTION IN CONTEXT |
title_full_unstemmed |
PARACONSISTENT CONTRADICTION IN CONTEXT |
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paraconsistent contradiction in context |
description |
Paraconsistent logics are said to domesticate contradictions: in such logics, expressions such as ? and ¬? do not trivialize the theory. In this sense, we are able to violate the Law of Non-Contradiction. The main problem with this kind of characterization concerns the fact that whenever expressions such as ? and ¬? are both true, they are no longer a contradiction, but at best a subcontrariety. So, perhaps the biggest challenge consists in explaining what is meant by a ‘paraconsistent contradiction’, that is, by a pair of expressions such as ? and ¬? when ‘¬’ is a paraconsistent negation. We suggest that there is a sensible sense in which such expressions may be understood, involving the introduction of distinct contexts from which ? and ¬? are uttered. In this sense, we can read those expressions as formalizing subcontrariety and provide for an intuitive meaning for ‘paraconsistent contradictions’. |
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Portal de Periódicos Eletrônicos da UFRN |
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2016 |
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https://periodicos.ufrn.br/saberes/article/view/9730 |
work_keys_str_mv |
AT arenhartjonasrafaelbecker paraconsistentcontradictionincontext |
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1766681696120340480 |