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  1. Phainomena in Aristotle's Methodology.John J. Cleary - 1994 - International Journal of Philosophical Studies 2 (1):61 – 97.
  • The Problem of the Invariance of Dimension in the Growth of Modern Topology, Part I.Dale M. Johnson - 1979 - Archive for History of Exact Sciences 20 (2):97-188.
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  • Logic Semantics with the Potential Infinite.Theodore Hailperin - 2010 - History and Philosophy of Logic 31 (2):145-159.
    A form of quantification logic referred to by the author in earlier papers as being 'ontologically neutral' still made use of the actual infinite in its semantics. Here it is shown that one can have, if one desires, a formal logic that refers in its semantics only to the potential infinite. Included are two new quantifiers generalizing the sentential connectives, equivalence and non-equivalence. There are thus new avenues opening up for exploration in both quantification logic and semantics of the infinite.
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  • On the Development of the Notion of a Cardinal Number.Oliver Deiser - 2010 - History and Philosophy of Logic 31 (2):123-143.
    We discuss the concept of a cardinal number and its history, focussing on Cantor's work and its reception. J'ay fait icy peu pres comme Euclide, qui ne pouvant pas bien >faire< entendre absolument ce que c'est que raison prise dans le sens des Geometres, definit bien ce que c'est que memes raisons. (Leibniz) 1.
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  • Les Rapports D’Échange Selon Aristote. Éthique À Nicomaque V Et VIII-IX.Gilles Campagnolo & Maurice Lagueux - 2004 - Dialogue 43 (3):443-469.
    ABSTRACT: This article proposes an interpretation of the chapters of the Nicomachean Ethics concerning exchange and friendship. Rejecting approaches where Aristotle anticipates modern labour or need-based theories of value, the article claims that those notions of labour and need are required for a satisfactory interpretation of the most obscure passages of Book V Finally, Aristotle’s texts on exchange and friendship are related in such a way that the latter, since it is free from any political considerations, allows us to better (...)
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  • Traditional Logic, Modern Logic and Natural Language.Wilfrid Hodges - 2009 - Journal of Philosophical Logic 38 (6):589-606.
    In a recent paper Johan van Benthem reviews earlier work done by himself and colleagues on ‘natural logic’. His paper makes a number of challenging comments on the relationships between traditional logic, modern logic and natural logic. I respond to his challenge, by drawing what I think are the most significant lines dividing traditional logic from modern. The leading difference is in the way logic is expected to be used for checking arguments. For traditionals the checking is local, i.e. separately (...)
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  • Gretchenfragen an den Naturalisten.Gerhard Vollmer - 2012 - Philosophia Naturalis 49 (2):239-291.
    A philosophical position may be characterized in different ways. Here we try to say how the naturalist answers certain . The questions come from very different areas; the spectrum of subjects is therefore quite mixed. There are, however, aspects of order: We start with (questions about) abstract subjects like logic, mathematics, metaphysics, then turn to problems of realism. And since in general naturalists are realists, the following questions on truth, laws of nature, origin of the universe, cosmology, evolution, body-mind-problem, freedom (...)
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  • For Some Histories of Greek Mathematics.Roy Wagner - 2009 - Science in Context 22 (4):535-565.
  • Herbrand Semantics, the Potential Infinite, and Ontology-Free Logic.Theodore Hailperin - 1992 - History and Philosophy of Logic 13 (1):69-90.
    This paper investigates the ontological presuppositions of quantifier logic. It is seen that the actual infinite, although present in the usual completeness proofs, is not needed for a proper semantic foundation. Additionally, quantifier logic can be given an adequate formulation in which neither the notion of individual nor that of a predicate appears.
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