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Plurivalent logics

Graham Priest

pp. 169-179

In this paper I describe a construction which can be applied to any many-valued logic to give a plurivalent logic, that is, a logic in which formulas may take more than one value. Various results are established concerning the relationship between the many-valued logic and the corresponding plurivalent logic; and a detailed analysis is provided of the relationship between the two for a small family of many-valued logics related to the logic of First Degree Entailment.

Publication details

DOI: 10.1007/978-3-319-66162-9_12

Full citation:

Priest, G. (2017)., Plurivalent logics, in V. Markin & D. Zaitsev (eds.), The logical legacy of Nikolai Vasiliev and modern logic, Dordrecht, Springer, pp. 169-179.

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