A complete many-valued logic with product-conjunction

Archive for Mathematical Logic 35 (3):191-208 (1996)
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Abstract

A simple complete axiomatic system is presented for the many-valued propositional logic based on the conjunction interpreted as product, the coresponding implication (Goguen's implication) and the corresponding negation (Gödel's negation). Algebraic proof methods are used. The meaning for fuzzy logic (in the narrow sense) is shortly discussed

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