Finitely many-valued paraconsistent systems
DOI:
https://doi.org/10.12775/LLP.1997.008Abstract
In the paper n-valued paraconsistent matrices are defined by an adaptation of the well-known Łukasiewicz’s matrices. An appropriate set of axioms is presented and the 3-valued case is examined.References
Arruda, A. I., “On the imaginary logic of N. A. Vasil’ev”, in: Non-Classical Logics, Model Theory and Computability, North-Holland, Amsterdam, p. 3–24, 1977.
Kotas, J., and N. C. A. da Costa, “On the problem of Jaśkowski and the logics of Łukasiewicz”, in: Mathematical Logic: Proceedings of the First Brazilian Conference on Mathematical Logic, Marcel Dekker, New York, 1978, p. 127–139.
D’Ottaviano, I., “On the development of paraconsistent logic and da Costa’s work”, The Journal of Non-Classical Logic 7, 89–152, 1990.
Tuziak, R., “An axiomatization of the finite-valued Łukasiewicz calculus”, Studia Logica 47, 49–55, 1988.
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2003-10-27
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TUZIAK, Roman. Finitely many-valued paraconsistent systems. Logic and Logical Philosophy. Online. 27 October 2003. Vol. 5, no. 5, pp. 121-127. [Accessed 13 January 2025]. DOI 10.12775/LLP.1997.008.
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