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  1. A Sound and Complete Tableaux Calculus for Reichenbach’s Quantum Mechanics Logic.Pablo Caballero & Pablo Valencia - 2024 - Journal of Philosophical Logic 53 (1):223-245.
    In 1944 Hans Reichenbach developed a three-valued propositional logic (RQML) in order to account for certain causal anomalies in quantum mechanics. In this logic, the truth-value _indeterminate_ is assigned to those statements describing physical phenomena that cannot be understood in causal terms. However, Reichenbach did not develop a deductive calculus for this logic. The aim of this paper is to develop such a calculus by means of First Degree Entailment logic (FDE) and to prove it sound and complete with respect (...)
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  • Revisiting Reichenbach’s logic.Luis Estrada-González & Fernando Cano-Jorge - 2021 - Synthese 199 (5-6):11821-11845.
    In this paper we show that, when analyzed with contemporary tools in logic—such as Dunn-style semantics, Reichenbach’s three-valued logic exhibits many interesting features, and even new responses to some of the old objections to it can be attempted. Also, we establish some connections between Reichenbach’s three-valued logic and some contra-classical logics.
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  • The liberation of nature and knowledge: a case study on Hans Reichenbach’s naturalism.László Kocsis & Adam Tamas Tuboly - 2021 - Synthese 199 (All Things Reichenbach):9751-9784.
    Our main goal in this paper is to present and scrutinize Reichenbach’s own naturalism in our contemporary context, with special attention to competing versions of the concept. By exploring the idea of Reichenbach’s naturalism, we will argue that he defended a liberating, therapeutic form of naturalism, meaning that he took scientific philosophy to be a possible cure for bad old habits and traditional ways of philosophy. For Reichenbach, naturalistic scientific philosophy was a well-established form of liberation. We do not intend (...)
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  • Reichenbach and the logic of quantum mechanics.Gary M. Hardegree - 1977 - Synthese 35 (1):3 - 40.
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