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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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  • Review: Stegmüller on the Relationship between Theory and Experience. [REVIEW]Joseph J. Kockelmans - 1972 - Philosophy of Science 39 (3):397 - 420.
    Stegmüller's most recent publication, Theorie und Erfahrung, is the second of four volumes of a work which appears under the general title Probleme und Resultate der Wissenschaftstheorie und analytische Philosophie,. In this voluminous and daring work the author intends to deliver a systematic, critical account of the most important literature which has appeared on various basic topics of philosophy of science and its underlying assumptions over the past twenty-five years. The work promises to become a classic in the German language (...)
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  • Hans Reichenbach on the logic of quantum mechanics.Donald Richard Nilson - 1977 - Synthese 34 (3):313 - 360.
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