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Quantified extensions of canonical propositional intermediate logics - MaRDI portal

Quantified extensions of canonical propositional intermediate logics (Q1207339)

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scientific article; zbMATH DE number 149608
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Quantified extensions of canonical propositional intermediate logics
scientific article; zbMATH DE number 149608

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    Quantified extensions of canonical propositional intermediate logics (English)
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    1 April 1993
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    The canonical propositional logics are selected as ``nice'' logics and their quantified extensions are studied. The paper defines a generalization of Kripke semantics taking into consideration set-valued functors defined on a category and proves the completeness of the semantics for the nice predicate logics.
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    generalization of Kripke semantics
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    set-valued functors
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    nice predicate logics
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