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Many-valued logical machines

Mathematical Proceedings of the Cambridge Philosophical Society, 1958
McCallum and Smith (1) have developed a logical computer which solves problems which are essentially of the following kind.
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Advanced Many-Valued Logics

2001
Let me begin with a brief discussion of the name of this chapter: the adjective “advanced” in the title can only be understood in the temporal sense; the bulk of Urquhart’s chapter in this Handbook was written for the first edition in the early 1980s and, therefore, does not cover recent results in depth.
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MANY‐VALUED LOGICS*

School Science and Mathematics, 1941
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Many-Valued Predicate Logics

1998
We are now ready to start our investigation of fuzzy predicate logics (or first-order logics, quantification logics). We shall develop logics broadly analogous to the classical predicate logic; in particular, we shall deal only with two quantifiers, ∀ and ∃ (universal and existential). Generalized quantifiers will be studied in later chapters.
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Many-Valued Logic.

The Journal of Philosophy, 1970
Elliott Mendelson, Nicholas Rescher
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Łukasiewicz, Meinung and Many-Valued Logic

1989
The history of many-valued logic has hitherto completely overlooked Alexius Meinong. Meinong explicitly envisaged additional semantic values for propositions besides the usual ones. Both three-valued and infinite-valued conceptions are to be discovered in his writings. As a young Privatdozent, Lukasiewicz spent research leave in Graz, and the influence
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Realizing Many-Valued Logic for Computation

, 2016
Ben Choi, Rong Zheng, Kankana Shukla
semanticscholar   +1 more source

What is many-valued logic?

Proceedings 1997 27th International Symposium on Multiple- Valued Logic, 1997
J. Béziau
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