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Many-Valued Logic

1981
The term ‘many-valued logic’ is most often used to denote logics which are constructed by means of introduction of additional truth-values, while classical logic is construed as a two-valued logic (cf. “Sentence logic” §1.1).
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An Interpretation of Many‐Valued Logic

Mathematical Logic Quarterly, 1973
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Many-valued Logic

1986
Many-valued logic is a vast field with hundreds of published papers and over ten monographs devoted to it. I have attempted to keep this survey to manageable length by focussing on many-valued logic as an independent discipline. This means that such topics as the use of many-valued logics for proving the independence of axioms in propositional logic ...
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From Intuitionism to Many-Valued Logics Through Kripke Models

Logic, Epistemology, and the Unity of Science, 2021
Saeed Salehi, Salehi Saeed
exaly  

Measuring inconsistency with many-valued logics

International Journal of Approximate Reasoning, 2017
Matthias Thimm
exaly  

K3, Ł3, LP, RM3, A3, FDE, M: How to Make Many-Valued Logics Work for You

Synthese Library, 2020
Francis Jeffry Pelletier   +1 more
exaly  

On the relationship between fuzzy description logics and many-valued modal logics

International Journal of Approximate Reasoning, 2018
Marco Cerami   +2 more
exaly  

MANY‐VALUED LOGICS*

School Science and Mathematics, 1941
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Expressivity of Many-Valued Modal Logics, Coalgebraically

Lecture Notes in Computer Science, 2016
Marta Bilková
exaly  

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