Results 21 to 30 of about 385,766 (333)
Translation from Three-Valued Quantum Logic to Modal Logic [PDF]
AbstractWe translate the three-valued quantum logic into modal logic, and prove 3-equivalence between the valuation of the three-valued logic and a kind of Kripke model in regard to this translation. To prove 3-equivalence, we introduce an observable-dependent logic, which is a fragment of the many-valued quantum logic. Compared to the Birkhoff and von
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The Law of Excluded Middle and the Negation of it in many-valued and Fuzzy Logics [PDF]
The philosophical critiques, in twentieth century, on binary paradigm caused the negation of the law of excluded middle as the same as it caused the establishment of many-valued logics and fuzzy logic, while the laws of excluded middle, identity and ...
morteza haj hoseyni
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Logic Programming with Default, Weak and Strict Negations [PDF]
This paper treats logic programming with three kinds of negation: default, weak and strict negations. A 3-valued logic model theory is discussed for logic programs with three kinds of negation.
Yamasaki, Susumu
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On Jan Łukasiewicz’s many-valued logic and his criticism of determinism
The article deals with Jan Łukasiewicz’s thesis that the truth or falsity of some propositions about the future—future contingents—entails determinism.
Dariusz Łukasiewicz
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Encoding many-valued logic in {\lambda}-calculus
We extend the well-known Church encoding of two-valued Boolean Logic in $\lambda$-calculus to encodings of $n$-valued propositional logic (for $3\leq n\leq 5$) in well-chosen infinitary extensions in $\lambda$-calculus.
de Vries, Fer-Jan
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Formal Verification of Three-Valued Digital Waveforms
We investigate a formal verification problem (mathematically rigorous correctness checking) for digital waveforms used in practical development of digital microelectronic devices (digital circuits) at early design stages.
Nina Yu. Kutsak, Vladislav V. Podymov
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Impure Simplicial Complexes: Complete Axiomatization [PDF]
Combinatorial topology is used in distributed computing to model concurrency and asynchrony. The basic structure in combinatorial topology is the simplicial complex, a collection of subsets called simplices of a set of vertices, closed under containment.
Rojo Randrianomentsoa +2 more
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Logical Determinacy versus Logical Contingency. The Case of Łukasiewicz’s Three-valued Logic
In constructing the three-valued logic, Jan Łukasiewicz was highly inspirited by the Aristotelian idea of logical contingency. Nevertheless, we can construct a four-valued logic for explicating the Stoic idea of logical determinacy.
Schumann Andrew
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From paraconsistent three-valued logics to multiple-source epistemic logic [PDF]
National audienceSeveral interpretations can be given to the third truth value in three-valued logics. Here, we consider the case when it refers to the epistemic notion of contradictory, or both true and false at the same time.
Ciucci, Davide, Dubois, Didier
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Logiques dialogiques ‘multivalentes’
Aim of this paper is to show how so-called multi-valued logics can be formulated within the framework of Dialogical Logic. In order to formulate the particle rules for multi-valued logics the concept of different assertion modes is introduced.
Helge Rückert
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