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Algebraic and proof-theoretic characterizations of truth stressers for MTL and its extensions

机译:MTL及其扩展的真压力源的代数和证明理论特征

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摘要

Extensions of monoidal t-norm logic MTL and related fuzzy logics with truth stresser modalities such as globalization and "very true" are presented here both algebraically in the framework of residuated lattices and proof-theoretically as hypersequent calculi. Completeness with respect to standard algebras based on t-norms, embeddings between logics, decidability, and the finite embedding property are then investigated for these logics.
机译:这里以代数形式在剩余格架中以理论上证明是超序列演算,从而以单调t范数逻辑MTL和相关的模糊逻辑的扩展,采用诸如全球化和“非常真实”之类的真实压力模式。然后针对这些逻辑研究基于t范数,逻辑之间的嵌入,可判定性和有限嵌入性质的标准代数的完备性。

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