Fuzzy intuitionistic quantum logics

Studia Logica 52 (3):419 - 442 (1993)
Abstract
Fuzzy intuitionistic quantum logics (called also Brouwer-Zadeh logics) represent to non standard version of quantum logic where the connective not is split into two different negation: a fuzzy-like negation that gives rise to a paraconsistent behavior and an intuitionistic-like negation. A completeness theorem for a particular form of Brouwer-Zadeh logic (BZL 3) is proved. A phisical interpretation of these logics can be constructed in the framework of the unsharp approach to quantum theory.
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References found in this work BETA
R. I. Goldblatt (1974). Semantic Analysis of Orthologic. Journal of Philosophical Logic 3 (1/2):19 - 35.
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