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  1. Oltre la fisica normale. Interpretazioni alternative e teorie non standard nella fisica moderna.Isabella Tassani, Gino Tarozzi, Alessandro Afriat, Gennaro Auletta, Stefano Bordoni, Marco Buzzoni, Claudio Calosi, Vincenzo Fano, Alberto Cappi, Giovanni Macchia, Fabio Minazzi & Arcangelo Rossi (eds.) - 2013 - ISONOMIA - Epistemologica.
    Nella sua straordinaria opera scientifica, Franco Selleri si è sempre opposto alla rinuncia alla comprensione della struttura della realtà e della natura degli oggetti fisici, che egli considera come l’elemento caratterizzante delle principali teorie della fisica del Novecento e che è stata stigmatizzata da Karl Popper come tesi della “fine della strada in fisica”. Sin dalla fine degli anni ’60, egli ha sviluppato quella riflessione critica nei confronti delle teorie fondamentali della fisica moderna, in particolar modo della teoria delle particelle (...)
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  • Quantum Logic and the Classical Propositional Calculus.Othman Qasim Malhas - 1987 - Journal of Symbolic Logic 52 (3):834-841.
    In much the same way that it is possible to construct a model of hyperbolic geometry in the Euclidean plane, it is possible to model quantum logic within the classical propositional calculus.
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  • Unified Quantum Logic.Mladen Pavičić - 1989 - Foundations of Physics 19 (8):999-1016.
    Unified quantum logic based on unified operations of implication is formulated as an axiomatic calculus. Soundness and completeness are demonstrated using standard algebraic techniques. An embedding of quantum logic into a new modal system is carried out and discussed.
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  • Quantum Logic and Physical Modalities.M. L. Dalla Chiara - 1977 - Journal of Philosophical Logic 6 (1):391-404.
  • Partial Boolean Algebras in a Broader Sense.Janusz Czelakowski - 1979 - Studia Logica 38 (1):1 - 16.
    The article deals with compatible families of Boolean algebras. We define the notion of a partial Boolean algebra in a broader sense (PBA(bs)) and then we show that there is a mutual correspondence between PBA(bs) and compatible families of Boolean algebras (Theorem (1.8)). We examine in detail the interdependence between PBA(bs) and the following classes: partial Boolean algebras in the sense of Kochen and Specker (§ 2), ortholattices (§ 3, § 5), and orthomodular posets (§ 4), respectively.
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