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First-order anti-intuitionistic logic with apartness
Logic and Logical Philosophy 13:77-88 (2004)
Abstract
In this paper we will develop a first-order anti-intuitionistic logic withoutand with paraconsistent apartness. We will give a system of Hilbert-type counteraxioms, that we show to be correct and complete with respect to a deictic Kripkesemantics. Also we will illustrate some examples about objects being apart and notapart in some possible worldOther Versions
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References found in this work
An algebraic and Kripke-style approach to a certain extension of intuitionistic logic.Cecylia Rauszer - 1980 - Warszawa: [available from Ars Polona].
Applications of Kripke models to Heyting-Brouwer logic.Cecylia Rauszer - 1977 - Studia Logica 36 (1-2):61 - 71.
Vague Identity and Quantum Non-Individuality.Steven French & Décio Krause - 1995 - Analysis 55 (1):20 - 26.
The Logic of Contradiction.Nicolas D. Goodman - 1981 - Mathematical Logic Quarterly 27 (8-10):119-126.
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