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Treatise on consequences

New York: Fordham University Press. Edited by Stephen Read (2015)

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  1. John Buridan on the Eucharist. With a Translation of his Questions on Aristotle's 'Metaphysics' 4.6.Boaz Faraday Schuman - 2023 - In Gyula Klima (ed.), The Metaphysics and Theology of the Eucharist. Dordrecht: Springer. pp. 297–319.
    It may come as a surprise to readers familiar with the life and work of the Arts Master that he discusses the Eucharist at all. As he likes to remind us, theological topics are generally out of his wheelhouse. Even so, in his Questions on the “Metaphysics” of Aristotle (QM) 4.6, Buridan takes the sacrament of the Eucharist as a key data point in his discussion of Aristotle’s Categories. In the Eucharist, the accidents of the bread and wine—their color, texture, (...)
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  • Buridan’s Secular Demarcation of Logic.Michael Toppel & Esther Ramharter - 2020 - Philosophia 49 (3):1267-1288.
    In his Tractatus de Consequentiis, the 14th century logician John Buridan states a theorem, which reads like a refutation of Aristotelian Syllogistics. Syllogistics in its usual form, indeed, faces problems when propositions about the divine persons are involved, and, in some cases, when past- or future-tense propositions occur. Buridan offers different ways of overcoming some of these obstacles. The first aim of this paper is to analyse these ways, the second aim is to draw some conclusions concerning Buridan’s understanding of (...)
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  • On Kant and Husserl on transcendental logic.Mohammad Shafiei & Ahmad Ali Akbar Mesgari - 2020 - Synthese 198 (12):11881-11896.
    It is well known that the notion of transcendental logic has a prominent role in both Kant’s and Husserl’s theories of knowledge. The main aim of the present paper is to study the links between formal and transcendental logic in Husserl on the one hand, and the links between general logic and transcendental logic in Kant on the other. There is a debate about the proper relation between transcendental logic and general logic in Kant’s philosophy. By means of our definition (...)
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