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  1. Mathematical fuzzy logics.Siegfried Gottwald - 2008 - Bulletin of Symbolic Logic 14 (2):210-239.
    The last decade has seen an enormous development in infinite-valued systems and in particular in such systems which have become known as mathematical fuzzy logics. The paper discusses the mathematical background for the interest in such systems of mathematical fuzzy logics, as well as the most important ones of them. It concentrates on the propositional cases, and mentions the first-order systems more superficially. The main ideas, however, become clear already in this restricted setting.
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  • A note on Trillas' CHC models.Daowen Qiu - 2007 - Artificial Intelligence 171 (4):239-254.
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  • Lattice-theoretic models of conjectures, hypotheses and consequences.Mingsheng Ying & Huaiqing Wang - 2002 - Artificial Intelligence 139 (2):253-267.
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  • A Characterization Of Classic-like Fuzzy Semantics.Benjamín Callejas Bedregal & Anderson Paiva Cruz - 2008 - Logic Journal of the IGPL 16 (4):357-370.
    There are several ways to extend the classic logical connectives for fuzzy truth degrees in such a way that their behavior for the values 0 and 1 work exactly as in the classical one. For each fuzzy semantics the formulas which are always true can change. But these sets are always a subset of the classical tautologies. The fuzzy semantics whose tautologies are identical to the classical tautologies are called here by “classic-like fuzzy semantics”. In this paper we will prove (...)
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